The
NeuroInteractive Paradigm:
Dynamical
Mechanics and the Emergence of Higher Cortical Function
Larry Cauller, Ph.D.
Cognition and Neuroscience
Program
School of Human Development
and Communication Sciences
University of Texas at
Dallas
Prepared as a chapter for:
Theories of
Cerebral Cortex
Robert Hecht-Neilsen and Tom
McKenna (editors)
GR41,
P.O. Box 830688
Richardson,
Texas 75083-0688
972-883-2436
FAX 972-883-2491
e-mail:
lcauller@utdallas.edu
website:
http://www.utdallas.edu/~lcauller
ABSTRACT
Recently
established biological principles of neural connectionism promote a
neurointeractivist paradigm of brain and behavior which emphasizes
interactivity between neurons within cortical areas, between areas of the
cerebral cortex, and between the cortex and the environment. This paradigm recognizes the closed
architecture of the behaving organism with respect to motor/sensory integration
within a dynamic environment where the majority of sensory activity is the
direct consequence of self-oriented motor actions. The top-down cortical inputs to primary sensory areas, which
generate a signal that predicts discrimination behavior in monkeys (Cauller and
Kulics, 1991), selectively activate the cortico-bulbar neurons that mediate
directed movements. Unlike the widely
distributed axons and long-lasting excitatory synaptic effects of the top-down
projections, which generate the associative context for motor/sensory
interactivity, the bottom-up sensory projections are spatially precise and
activate a brief excitation followed by a long-lasting inhibition (Cauller and
Connors, 1994). Therefore, the sensory
consequences of a motor action are the major source of negative feedback, which
completes an interactive cycle of associative hypothesis testing: a
winner-take-all motor/sensory pattern initiates a behavioral action within a
top-down associative context; the bottom-up sensory consequences of that action
interfere with top-down sensory predictions and strengthen or refine the
associative hypothesis; then the testing cycle repeats as the sensory negative
feedback inhibits the motor/sensory pattern and releases the next
winner-take-all action. Given this neurointeractivity, perception is a
proactive behavior rather than information processing, so there is no need to
impose representationalism: neurons simply respond to their inputs rather than
encode sensory properties; neural activity patterns are self-organized
dynamical attractors rather than sensory driven transformations; action is
based upon a purely subjective model of the environment rather than a
reconstruction. The associative hypothesis is the neurointeractive equivalent
to awareness and hypothesis testing is the basis for attention. This neurointeractive process of
action/prediction association explains early development: from self-organized
cortical attractors in utero; to the
emergence of self-identity in the newborn, which learns to predict the
immediate effects of self-action (i.e. listening to its own speech sounds); to
the discovery of ecological contingencies; to the emergence of speech by
prediction of mother’s responses to infant speech. Ultimately, our scientific paradigm likewise emerges by neurointeractivity
as we learn to see the world in a way that explains more of the effects of our
actions.
INTRODUCTION
A dominant trend in neuroscience research aims to characterize the sensory receptive field properties of cortical neurons. The success of this research is evident in the host of functional subdivisions across neocortex that have been defined this way. Much of this physiological research is based upon the method of transfer functions, a reverse engineering technique, which is used to characterize the output of an unknown device as a function of its inputs. This method correlates the neuronal activity observed in an area of cortex with respect to its sensory inputs or motor outputs. This correlation is used to define the function of each area with respect to the common field properties of its neurons as if that area is simply a transmission node in a communication pathway where its inputs are encoded and transformed into outputs.
Although highly productive, this analytical method implies an ill-founded ‘representation’ paradigm, which views behavior as a reaction driven by inputs. This view has led to the predominance of the ‘neural code’ concept and the idea that the function of a neuron (or cortical area) with a given receptive field (or class of fields) is to ‘represent’ that characteristic of the input stimulus to the rest of the nervous system. The value of such a representation paradigm for an understanding of higher function is severely limited because it does not account for how the system must adapt to the representation and act upon unpredictable circumstances under the survival demands of dynamic environments. The representation paradigm is inherently open-ended as it defers the explanation of higher function to some sort of higher representation of representations without considering the path from output back to input that engages the environment. And it fails to explain how creative or autonomous behavior is generated without implying that a hidden supervisor or homunculus is responsible for interpreting and acting upon the representations[1].
In contrast, a comprehensive explanation of higher cortical function can be based upon a view of the cortex as part of a closed system, which engages environmental dynamics with the same interactive principles that govern its internal dynamics. Unlike the engineering approach, which must isolate a circuit element to determine its transfer function, a comprehensive approach must deal with the dynamical interactivity generated collectively by reciprocally connected and mutually dependent circuits. Cortical outputs influence all sources of cortical inputs (e.g. motor movements cause sensory signals) and alternative methods are necessary to deal with the extreme complexity that arises from such interactivity. This pervasive feedback encloses the functional architecture of interactivity between cortical areas and the environment within the ecological system of the behaving organism.
The ‘neurointeractive paradigm’ views the behaving system with respect to the interwoven levels of organization and multiple time scales embedded within the cortical architecture (Figure 1). Local neuron interactivity is embedded within the interactivity of more distant connections between a multitude of cortical areas. This intra-cortical interactivity is embedded within the interactivity between the motor/sensory structures at the bottom of the cortical architecture, and between the rest of the neocortex and autoassociative structures at the top (i.e. hippocampus and prefrontal areas). And the closed system architecture seamlessly fuses this cortical network with the motor/sensory interactivity between the organism and the environment (and onward between communicating organisms). From this neurointeractive perspective, higher function emerges from the system as a whole by the dynamical mechanics of self-organization over a life time of continuous development within a mutual ecology that integrates the complexity of the organism with the complexity of the environment.
The neurointeractive paradigm avoids the homuncular
pitfalls of sensory coding, representation and attention by emphasizing
proactive sensory behavior rather than passive sensory information processing:
listening rather than hearing; touching rather than feeling; looking rather
than seeing. By placing the emphasis
upon action, all conscious sensory behaviors are based upon the act of
attending. This perspective implicitly avoids the difficulty of defining an
attention mechanism without implying a supervisor that somehow knows what is
important and what may be dissected from the total sensory representation.
Instead, each and every action attends to a subjective prediction by testing
the current associative hypothesis about the sensory consequences of that
action. Such sensory behavior is proactive because the motor action and its
associated pattern of predictive cortical activity precedes the sensory
consequences of that action and is modified post
hoc by those consequences. From this perspective, the primary function of
the sensory systems is to provide feedback in a form that guides the next
action toward the next test of one’s subjective model of the world. This means that what one sees is largely
determined by what one is looking for, rather than some sort of transformation
of the objective world. The biological imperative of these interactive
behaviors is to minimize uncertainty within a dynamic environment by learning
to predict the sensory consequences of one’s actions and by continuously
testing those predictions.
This paper will identify the fundamental principles
of cortical organization and motor/sensory interactivity, which subserve the
development of these action/prediction associations. Nonlinear dynamical
systems analysis is the most appropriate description of cortical complexity and
the vocabulary of this analysis provides a heuristic explanation for the
emergence of higher function when applied to cortical neurointeractivity. The
neurointeractive cycle of give and take between the cortical motor/sensory
areas and the environment will be related to the dynamical mechanics of
proactive exploratory behavior. By examining the process of early development
with respect to the dynamical mechanics of cortical self-organization, the
neurointeractive paradigm provides explanations for the emergence of higher
functions such as self-identity, object recognition and speech communication.
PRINCIPLES
OF CORTICAL NEUROINTERACTIVITY
The conceptual framework for this neurointeractive
explanation of emergent higher function should be based upon the functional
architecture of cortex where lesions have the most direct effects upon higher
function. Beyond the enormous associative capacity of such extensively
connected neural networks, at least five, relatively unappreciated
characteristics of cortex, are essential for the dynamical neurointeractivity
that subserves the emergence of higher function:
1.
All
areas of the cortex are always active.
Although cortical states may be associated with fundamentally different
modes of activity (i.e. slow-wave sleep versus alert desynchronization),
neurons throughout cortex are always active.
2.
The
great majority of inputs to cortical neurons originate within the cortex
itself. Almost all of the remaining
inputs are from the thalamus, but the cortex is the major source of inputs to
the thalamus. Therefore, with respect
to the cerebral cortical system, which should be considered a network of
interacting cortico-thalamic circuits, almost all connections in cortex provide
cortical feedback.
3.
Outputs
from a wide expanse of cortex, including the motor areas and the primary and
higher order sensory areas, project directly to the subcortical structures
responsible for the directed head, eye and finger movements that generate
sensory inputs (e.g. cortico-tectal, cortico-pontine, cortico-spinal).[2]
Indeed, most sensory systems require movements or some other form of stimulus
dynamics for the generation of receptor or primary afferent activity. This top-down control over the generation of
bottom-up inputs is directly responsible for the proactive motor/sensory
behavior that leads to the neurointeractive emergence of higher function. In
addition, sensory cortex directly influences the earliest sensory nuclei in the
central pathways (e.g. cortical projections to the dorsal horns or dorsal
column nuclei directly influence somatosensory inputs where they enter the
central nervous system). By all
accounts, all sensory inputs that reach the cortex are influenced by top-down
projections from the cortex itself.
4.
Virtually
all cortical connections are reciprocal. These reciprocal connections are the
anatomical basis for cortical neurointeractivity. For instance, the primary
sensory areas send “bottom-up” projections to secondary sensory areas (e.g.
from the visual area 17 to areas 18 and 19).
These bottom-up projections are reciprocated by “top-down” projections
from the secondary areas to the primary areas (e.g. from areas 18 and 19 to
area 17). This directionality of the sensory path provides the semantic
definition the cortical hierarchy from the primary areas, which are direct
targets of sensory inputs, to the higher order areas which receive indirect
sensory inputs through the primary areas.
In both directions, these cortical projections are always excitatory and
it is likely that all areas may be activated by either bottom-up or top-down
inputs. However, this top-down
influence over cortical activity has not been thoroughly studied because the
conventional transfer function approach would require careful manipulation of
the top-down inputs, which are nearly inaccessible. The potential significance
of this top-down activation of primary sensory areas is indicated by the
finding that the primary visual area 17 may be activated in humans during
mental imagery when the eyes are closed.
It is not useful to refer to either bottom-up or top-down projections as
‘the feedback’ pathway because they are both sources of feedback with respect
to the other. The dynamical complexity of cortical neurointeractivity is
generated by this pervasive reciprocity, which extends across all areas of the
cortex, creating a richly embedded system of multiple time-scales and
interwoven levels of organization (i.e. interactivity between reciprocally
connected primary sensory and motor areas is embedded within the interactivity
between primary and secondary areas). The complexity of this collective
neurointeractivity rises above the sum of all the embedded activities.
5.
The
reciprocal connections between cortical areas are structurally and functionally
asymmetric with respect to the spatial distribution of the axon projections,
and with respect to the synaptic physiology of the connections (Figure 2):
Structurally, bottom-up projections from
lower areas preserve the sensory topography with dense (<0.5 mm2),
point-to-point terminal axon clusters in the higher areas. In contrast,
top-down projections from higher areas are distributed widely across the lower
areas with top-down axons extending horizontally (> 2 mm) in all directions
across the sensory topography in the lower areas (Cauller, 1995; Cauller et al., 1998). In addition, while the bottom-up cortical projections target a
specialized population of local circuit neurons in middle layers, the top-down
projections excite the subset of cortical neurons with layer I dendrites, which
includes the large pyramidal cells that project to the brainstem nuclei for the
top-down control of sensory-oriented movements.
Functionally, bottom-up projections
activate a strong, but brief excitatory response (< 10 ms) which is abruptly
terminated by a strong, long-lasting inhibition (> 50 ms). In contrast, the top-down projections
activate a strong, relatively long-lasting excitation (> 30 ms) without
inhibition.
This reciprocal asymmetry has important functional consequences for cortical interactivity. This asymmetry superimposes topographic precision with widespread associativity throughout the cortical system. The distributed and long-lasting top-down projections generate an associative context throughout the cortical architecture which is sustained by the neurointeractivity generated by the higher order autoassociative areas. In contrast, the bottom-up pathway rapidly projects intense, spatially and temporally precise sensory patterns, which are immediately followed by equally precise and much longer lasting inhibitory after-patterns. This secondary bottom-up inhibition is the important source of sensory negative feedback, which resets the cycle of motor/sensory interactivity and propels the system toward an orthogonal attractor state. This process of motor/sensory interactivity interferes (positively and negatively) with the associative context that cascades over the cortical hierarchy from the top-down. Throughout the cortical architecture, this process of asymmetric interference drives the cycle of neurointeractivity that is the basis for autonomous self-organization and the emergence of higher function in dynamic environments.
DYNAMICAL
MECHANICS
Nonlinear dynamical[3]
systems analysis provides a comprehensive description of the neural mechanisms
that mediate neurointeractivity and leads to a heuristic explanation for the
emergence of higher function by cortical self-organization. Dynamical systems
analysis identifies hidden deterministic structure in the midst of hyper-dimensional
complexity. We have found that even the
simplest reciprocal networks of model neurons, based upon biologically
realistic neural mechanisms, can generate dynamical interactivity with fractal
chaotic structure or impose that structure upon a background of random inputs
(Jackson, et al., 1996). We have
coined the term “chaoscillator” to characterize such a minimal network of two
reciprocally connected excitatory/inhibitory neuron pairs because, following
small changes in connection strengths or input intensity, their self-sustained
behavior suddenly switches from periodic to chaotic. It should not be
surprising that the behavior of cortex, which consists of enormous numbers of
interacting chaoscillators embedded within a closed architecture of interwoven
levels of organization and multiple time scales, also generates the
unpredictability and rich spectral content of chaotic complexity.
From the perspective of the neurointeractive
paradigm, the dynamical system of self-organized attractors that results from
adaptive cortical reciprocity is the new functional equivalent to Hebbian cell
assemblies. Indeed, the notion of the
“phase sequence” (Hebb, 1949) or the “synfire chain” (Abeles, 1991) is
literally equivalent to a dynamical attractor. Such attractors are patterns of
activity that follow a deterministic path through the space of all possible
activity patterns. The advantage of the attractor description is that it
relates on-going spatiotemporal activity to the hyper-dimensional structure of
the system’s history in the same way that planetary motion is related to the
solar system of orbits. This dynamical approach provides a higher dimensional
perspective that helps to explain system behavior by identifying the geometry
and the limits of its complexity.
There are several neural mechanisms that determine
the path and cohesion of cortical attractors:
1.
Neurons
are nonlinearly sensitive to coincident inputs (i.e. Abeles’ synchronous gain).
This nonlinearity turns each neuron into a coincidence or synchronicity
detector such that the collective pattern of cortical activity is directly
related to the pattern of correlation within the antecedent state of cortex.
2.
Synaptic
feedback mediates both positive correlation by mutual excitation and negative
correlation by mutual inhibition, both of which participate in the
self-organization of the attractor structure by the nonlinear sensitivity of
neurons to correlated inputs.
3.
Winner-take-all
domains, such as cortical columns, are local attractors, which may be generated
by local cooperativity (i.e. mutual excitation or common inputs) embedded
within a field of lateral inhibitory competition. The winner-take-all attractor phenomenon may also result from
simple physical constraints. For
instance, it is only possible to move the eyes or the arm in one direction at a
time. Any such winner-take-all phenomenon defines a specific subset of
correlated activities.
4.
Long-term
synaptic plasticity strengthens attractors by associativity, both by enhancing
the connections between coactive neurons (i.e. Hebb’s postulate), and by
depressing the connections between neurons whose activity is uncorrelated (i.e.
anti-Hebbian). Such associative neurophysiological mechanisms may result in
nearly permanent changes in connection strength and are widely believed to be
responsible for memory. These associative mechanisms tend to stabilize the
system-wide attractor structure because they lead to repetition and repetition
further strengthens the attractor structure. This plasticity is synergetic with
the other attractor mechanisms, which also depend upon neural correlation.
All such attractor mechanisms carve out and strengthen the specific path that the system behavior travels through the state space of all possible behaviors. In general, these neural attractor mechanisms are excitatory. But the ubiquitous inhibition that keeps check against runaway excitation plays an equally important role for attractor formation by inhibiting states (e.g. ‘losers’) that are incompatible with the attractor. These attractor mechanisms are the gravity and glue that hold together the dynamical structure of neurointeractivity by pulling the system behavior toward quasi-stable fixed-points or periodic limit cycles.
The unpredictable richness of deterministic chaos can be described in terms of a ‘strange attractor’ that temporally escapes a quasi-periodic orbit and reenters with different initial conditions, travels through a higher or lower orbit, and then escapes again, reenters, and so on. The escape is mediated by ‘repeller’ mechanisms, which create a saddle point in the orbit that destabilizes the system away from the attractor. By contrapuntal interplay, such coupled attractor/repeller mechanisms propel the system to autonomously explore its state space and self-organize a system-wide, associative hyper-structure of quasi-stable attractor sequences (Figure 3).
Several neural mechanisms mediate the repeller dynamics of neurointeractivity:
1. Intrinsic neuronal outward currents such as the voltage-sensitive IA or calcium-dependent IK(Ca) mediate frequency adaptation, after-hyperpolarization or other types of intrinsic inhibition that are secondary to strong activation.
2. Short-term synaptic depression decreases the strength of connections from neurons that remain highly active.
3. Local inhibitory feedback is greatest for those neurons that are most active because they are at the central focus of all the surrounding inhibitory neurons excited by that activity. This mechanism is a ubiquitous characteristic of neural systems. While its role in controlling runaway excitation is usually emphasized, this repeller function of recurrent inhibition employs the same mechanism to propel the system behavior from one action to the next.
4. The long-range feedback inhibition mediated by the secondary component of the cortical response to bottom-up sensory inputs imposes a negative after-image with the same, high spatial resolution of the bottom-up sensory topography. This repeller corresponds to the negative sensory feedback that terminates the current action and guides the attractor sequences for exploratory behavior.
All such repeller mechanisms are secondary to the activation generated by an attractor. They grow in strength during that activation until they shut down that particular attractor and allow the system to escape to another attractor. The persisting repeller effects generated in response to an attractor create an anti-attractor (like a negative after-image) that drives the system away from that particular attractor toward the specific subspace of pseudo-orthogonal attractors that are normally inhibited by the attractor.
This coupling between attractor and repeller mechanisms constrains the sequential order of quasi-stable attractor states and segments a hyper-space of potential attractor sequences. The complexity of a particular attractor sequence (i.e. series of eye movements) is a neurointeractive product of the environmental consequences of that sequence on the one hand (i.e. series of visual signals generated by looking at an object), and of the hyper-structure of the system-wide associative context on the other (i.e. what one thinks they are looking at). Depending upon the bottom-up sensory consequences of each action, the top-down influences of the associative context bias the primary motor/sensory areas toward a specific next attractor action within the space of all orthogonal attractors. In this way, the positive (or negative) interference between the associative context and the motor/sensory interactivity with the environment simultaneously guides the attractor sequence and strengthens (or weakens) the associative hyper-structure by correlation (or decorrelation).
The associative context ties together the action/prediction associations in the form of motor/sensory attractors related to a specific set of environmental contingencies such as those encountered while interacting with an object or while communicating with a person. Over the unique course of development, a subjective model of the world grows as a strange attractor hyper-structure of associative contexts. An associative context, which is self-sustained by the auto-associative neurointeractivity at the top of the cortical hierarchy, imposes relative stability for the immediate motor/sensory actions in a dynamic environment. This higher order neurointeractivity changes relatively slowly because it is indirectly coupled to the rapid neurointeractivity in the motor/sensory areas during behavior. The long-lasting excitation and wide-spread distribution of these top-down associative influences impose a contextual background of structured activity. This context serves as a reference with which the immediate motor/sensory attractors becomes associated by the covariance rules of synaptic plasticity mechanisms. As a result, the associative context gains the power to bias the attractor sequence and promote a context-based series of actions, depending upon the sensory experiences that occur when that context is present.
These dynamical mechanics of cortical neurointeractivity generate a rich diversity of adaptive behavioral patterns and provide the necessary flexibility to cope with the survival demands of dynamic environments. These mechanisms propel behavior through the system-wide, associative hyper-structure of attractor sequences guided by experience and the environmental consequences of one’s actions. Self-organization during environmental interactions reinforces action sequences whose sensory consequences stabilize the cortical neurointeractivity between motor and sensory areas within the hyper-structure of associative contexts that extends throughout. The embedded cortical system of interwoven levels of organization and multiple time-scales generates rapid motor/sensory interactivity with dynamic environmental contingencies under the relative stability imposed from the top-down by the higher order associative context. This dynamical systems description of cortical neurointeractivity provides a comprehensive account of extreme complexity from a geometric perspective that helps to explain the hyper-dimensional emergence of higher function.
THE
NEUROINTERACTIVE CYCLE
The ‘neurointeractive cycle’ describes the dynamical
cortical process that subserves exploratory behavior in terms of the
attractor/repeller mechanics that generate adaptive sequences of quasi-stable
attractors (Figure 4). While analogous cycles may describe the dynamical
interactivity throughout the network of reciprocally connected cortical areas,
the following description refers to the actions mediated by the motor and
sensory areas of cerebral neocortex because these can be related most directly
to observable behavior. The associative context guides this neurointeractive
cycle, which generates specific actions and, in turn, the sensory consequences
of those actions modify the associative context. The neurointeractive cycle
drives the continuous process of dynamical self-organization and the immediate
give and take of proactive behavior as it revolves around four functional
phases:
1.
Top-down prediction: The widely distributed
top-down influence of the associative context biases the neurointeractivity
between the motor and sensory areas toward a specific, winner-take-all
attractor. Prior to the cortical generation of any movement or other action,
this cortical motor/sensory attractor associates activity in the cortical
sensory areas with this activity in the motor areas that generates the action.
This cortical sensory component becomes predictive because it sustains the
action until it associatively adapts, and corresponds to the sensory
consequences of the motor action.
2.
Probing action: The pattern of corticofugal
activity within the motor component of the motor/sensory attractor generates a
specific winner-take-all action or movement. This action pattern is a small
facet of a hyper-dimensional complex associative structure. Any given action
may be generated under a wide range of associative contexts, but each action
probes the environment and tests a specific, top-down sensory prediction that
is consistent with the current associative context.
3.
Bottom-up feedback: The environmental
consequences of the motor action generate a pattern of bottom-up sensory
inputs. This bottom-up pattern rapidly ascends through the cortical hierarchy
with characteristically high precision with respect to both the spatial
topography of the sensory input and the timing of the excitatory sensory
signal. Collision of this bottom-up signal with the top-down context triggers
associative mechanisms throughout the cortex and deflects or reinforces the
attractor path that generated the probing action. Secondarily, the inhibitory
phase of this bottom-up sensory projection generates a negative after-image
that repels the system away from the current motor/sensory attractor toward a
new action that is associated with different sensory predictions of the same
associative context. To the extent that the bottom-up sensory input pattern
corresponds with the cortical sensory component of this motor/sensory
attractor, the secondary bottom-up repeller mechanism enhances the intrinsic
repeller of recurrent inhibition that follows all attractors.
4.
Associative interference: There are several effects
of the bottom-up sensory feedback that guide the short-term evolution of the
attractor sequence and the long-term self-organization of the associative
hyper-structure. As the bottom-up sensory pattern ascends through the cortical
hierarchy, it interferes with the endogenous pattern of activity sustained by
the higher order associative context. To the extent that the cortical sensory
pattern associated with the motor action predicts the pattern of sensory inputs
generated by that action, associative correlation or 'positive interference'
occurs. Nonlinear excitation (i.e. synchronous versus asynchronous coactivation)
is generated at points of positive interference, which reinforces the
motor/sensory attractor as well as the secondary repeller generated by that
attractor. Similarly, at points where
the sensory input pattern is correlated or uncorrelated with the cortical
action/prediction attractor, the higher order predictive success of the
top-down associative context is strengthened or weakened, respectively, by the
associative mechanisms of synaptic plasticity.
This cycle is the driving force at the core of the neurointeractive
process distributed throughout the cortical system. The cortex employs the same
neurointeractive cycle that generates a variable repertoire of flexible
behavior to explore environmental complexity, and simultaneously construct and
refine the cortical associative hyper-structure that guides this exploratory
behavior. As the cortex adapts and the sensory prediction improves, positive
interference also strengthens the secondary repeller effect of the bottom-up
sensory negative feedback by improving the coupling between the sensory input
and the sensory prediction component of the action/prediction attractor. This
drives the system away from the action/prediction attractor more effectively,
prevents repetition, and propels the system toward a more distinct orthogonal
subspace of attractors that emit a new probing action to explore a distinct set
of predictions.
The top-down associative context simultaneously
guides the sequence of action/prediction attractors, is modified by the
bottom-up sensory consequences, and serves as a relatively stable associative
reference for the action/prediction sequence as a whole. The neurointeractive
cycle supports repetitive actions until the sensory component of the cortical
action/prediction attractor adapts to predict the sensory consequences of these
actions. As the prediction improves, the secondary bottom-up inhibition of the
sensory consequences becomes aligned with the cortical sensory activity and
strengthens the repeller to propel the system toward the next action, and then
on to the next associative context. A
sign of this adaptive process should be a transition from repetitive, highly
stereotyped actions to more variable and experimental behaviors. Conversely, if
the associative context does not account for the sensory consequences of its
exploratory actions, the repeller remains too weak to propel the system through
its dynamical structure. In this case, the neurointeractive cycle generates
repetitive, persistent exploratory actions until the system learns to predict
the sensory consequences or the associative context destabilizes in the absence
of correlative support and another context takes over and is tested for its
ability to account for its actions. In this way, the exploratory behavior of
neurointeractivity steadily makes better predictions, probes more effectively,
and naturally discovers the rules of environmental contingencies.
Another way of looking at this neurointeractive
cycle is in terms of experimental hypothesis testing. The neurointeractive
cycle solves the inverse problem of coping with extreme environmental
complexity using severely limited sensory and motor abilities by a process that
is analogous to the scientific method: Theory leads to specific hypothetical
predictions, experimental actions, and comparison of predictions with measured
observations, which, in turn, leads to confirmation, refinement or modification
of theory, further experimentation, and so on. The top-down associative
influence over the motor/sensory areas generates an elementary hypothesis about
the nature of the environment, which predicts the specific sensory consequences
that should follow a specific motor action. Then the interference between the
top-down sensory prediction and the bottom-up sensory consequences of that
action test the suitability of the hypothesis in a form that directly modifies
the associative structure, or thesis, that generated the hypothesis. In an
analogous way, our scientific view of the objective world is modified by
experimentation. Indeed, our subjective experience of the world around us may
be drastically changed by scientific discovery. Accordingly, scientific method
may be considered a formalization of the neurointeractive process that
generates conscious behavior.
Other theories have also emphasized the basic
process of hypothesis testing. Most of these have described sensory processing
in terms of a prediction generated from the top-down in the primary sensory
cortex (e.g. Mumford, 1994; Ullman, 1994). However, such predictions are
typically in the form of a static, complete image that is compared to the
bottom-up sensory pattern without considering the movements or other
sensory-oriented actions that are essential for dynamical neurointeractivity
and exploratory behavior. Although such models also view the cortical process
in terms of a solution to the inverse problem of sensory perception, they
remain basically representational because their goal is to reconstruct an
accurate image of the sensory pattern, usually without specifying how such a
representation is interpreted or related to behavior.
There is no need to reconstruct the structure of the
environment in the form of a complete sensory image. Most objective details,
such as the texture of wood or the color of water, are not essential to
behavior and they may be re-observed directly, in all their complexity, for
fascination at some other time. Indeed, the fleeting sensory images generated
during conscious behavior are sparse and incompletely processed (Sejnowski ibid.). Instead, it is only necessary to
predict the elementary sensory consequences of a specific subjective action
that are critical tests of the current associative hypothesis (e.g. rightward
eye movement across a hypothetical flat square should encounter two equal parallel
edges, which fade before the next, probably perpendicular movement). The
neurointeractive process emphasizes these simple predictions of sensory
elements in direct relation to elementary actions, rather than the
reconstruction of an accurate representation of the sensory image. Such a
process of experimentation is highly robust with respect to generalization from
specific experiences to other perspectives and variable conditions, because it
actively searches for pieces of supporting evidence. When such hypothesis
testing models are extended to describe the multitude of reciprocal
interactions throughout the closed cortical system, an extremely powerful
associative process is combined with the ability for autonomous exploratory
behavior.
The 'hierarchical clustering' model developed by
Ambros-Ingerson et al. (1990),
provides a more neurointeractive form of hypothesis testing which also provides
a solution to the inverse problem of perception. Their model categorizes
complex sensory patterns by generating a sequence of increasingly specific
subcategories through a reiterative cycle that removes the features of the less
specific categories from the input pattern. With respect to dynamical
mechanics, neurointeractivity within this network generates a specific sequence
of pseudo-orthogonal, local winner-take-all attractors, propelled by top-down
inhibitory repellers that are coupled to the attractors. In many ways, the
neural basis of this categorization process is analogous to the
neurointeractive cycle.
Such sensory categorization models have been applied
primarily to the analysis of a static sensory input pattern without
consideration of the interactive behavior that is essential for most conscious
sensation. The hierarchical model emphasizes neurointeractivity between the
cortex and the peripheral olfactory structures, and such models in general are
well suited for olfaction where a static sensory pattern may be assumed[4].
Like the 'sparse coding' model of primary sensory processing developed by
Olshausen and Field (1997), such categorization models demonstrate how
associative correlation may generate a statistical components analysis of
complex input patterns. The sparse coding model emphasizes neurointeractivity
between primary and secondary cortical visual areas, but like other
categorization models, it does not deal with behavioral interactivity or
environmental dynamics. In many ways, the neurointeractive process of
exploration and discovery is analogous to an extended version of these
categorization models. For instance, it may be possible to demonstrate that the
neurointeractive cycle generates a dynamical sequence of action/prediction
attractors during exploration in natural environments that progresses
hierarchically from general impressions to critical tests of specific
hypotheses generated by the associative context. Such a comprehensive model of
hierarchical neurointeractivity would provide robust flexibility because it
shifts the center of immediate action outward to directly engage the dynamics
of environmental complexity.
From the neurointeractive perspective,
action/prediction attractor sequences related to specific experiences are tied
together by an associative context, and the dynamical interdependence of these
contexts as a whole forms a system-wide associative hyper-structure that adapts
to environmental complexity. This hyper-structure becomes a uniquely subjective
theoretical framework or paradigm or model of the world, which ties together
all the associations between specific motor actions and sensory expectations.
These associations define the meaning of behavioral actions in terms of the
subjective experiences that stabilize the action/prediction attractors.
Similarly, the neurointeractive system's model of the world is purely subjective.
It is built upon the associative structure that was self-organized from the
beginning of development, for a large part in the absence of structured sensory
inputs, from the unique perspective and history of the organism. This
subjective model of the world is the neurointeractive alternative to the
sensory transformation of the objective world that characterizes the
representational paradigm. By dynamical self-organization, the neurointeractive
cycle incrementally constructs this subjective model out of the same unique
patterns of cortical activity that mediate the continuous flow of conscious
exploratory behavior.
DEVELOPMENTAL
EMERGENCE
Given the self-sustaining predominance of cortical
feedback and ubiquitous synaptic plasticity, the associative structure of
cortical activity continues to self-organize from the first moments of cortical
development in utero. Throughout the
closed cortical system, the dynamical mechanics of cortical neurointeractivity
pull this associative structure up by the bootstraps. The prenatal development of lateral inhibition and other
attractor mechanisms provides the anatomical basis for local winner-take-all
domains and the greater complexity of interwoven functional columns. Even in
the absence of sensory inputs, the development of cortical attractors
associates patterns of activity in the motor areas with patterns in the sensory
areas which directly interconnect with those motor areas. The newborn infant
spends most of its time in rapid eye movement (REM) sleep and many have
wondered about the sensory content of a newborn’s dream. From the
neurointeractive perspective, this REM sleep corresponds to the process of
dynamical self-organization between motor and sensory cortical areas that
prepares the infant to explore environmental complexity.
From the first moments following birth,
environmental sensory consequences become contingent upon motor actions (e.g.
hearing oneself cry, seeing the visual motion generated by head and eye
movements, or feeling the texture of cloth when the limbs are moved). This
newborn behavioral/environmental interactivity joins the cortical motor/sensory
interactivity embedded within the self-organized complexity of the newborn’s
associative structure.
As associative neural mechanisms depend upon input
correlation, attractors that associate the most reliable sensory consequences
with movements or other actions will develop first. By far, the most reliable
sensory consequences are those that are directly generated by one’s own actions
in a static environment (e.g. rightward visual motion with leftward eye
movements, or varying sounds with modulated vocal action). As the newborn
continues to interact with the environment, these fundamental action/prediction
attractors will strengthen and form a durable, subjective framework for the
associative hyper-structure that grows with the system throughout its lifetime.
All higher action/prediction attractors are built upon this framework of ‘self’
complexity. And the neurointeractive process that constructs the subjective
model of ‘self identity’ leads to the emergence of higher function as the self
becomes distinguished from other, and then grows to include one's influence
upon objects and others.
This emergence of self identity may be specifically
related to the dynamical mechanics of the neurointeractive cycle. As the cortex
gains influence over the actions of the newborn, the pattern of motor activity
that effects movements is already associated with internally consistent
patterns of cortical activity in the sensory areas, which have developed
without the correlative influence of the sensory input systems. But once the
cortical motor activity generates reliable sensory consequences, the
associative interference phase of the neurointeractive cycle aligns the sensory
component of the cortical motor/sensory attractor with these highly predictable
input patterns. Soon, given the
reliability of these predictions in nurturing environments, the sensory
component of the motor/sensory attractor predicts the sensory consequences of
the motor action. The next time a pattern of cortical motor activity generates
a probing action, it is associated with a pattern of cortical sensory activity
that predicts the sensory consequences of that action, even before the action is
emitted. In this way, the cortical attractor that generates rightward
eye-movements simultaneously predicts leftward visual motion and vertical edges
as part of its self-consistent associative structure. Similarly, the auditory
cortical pattern for high pitched sounds becomes an integral component of the
motor/sensory attractor that tightens vocal tension. These motor/sensory
attractors are the first to stabilize in the newborn under the reliable
feedback from the sensory system, and they are reinforced throughout a lifetime
of interacting with the environment.
The same neurointeractive process gradually aligns
the higher order associative hyper-structure with these stable motor/sensory
attractors and creates a subjective model of self identity, which ties together
the set of all attractors that predict the self-consistent sensory consequences
of probing actions (e.g. rightward sensory consequences of leftward action). By
providing a widely distributed, top-down referential background for feature
analysis, self identity provides a stable framework for object identification
and the construction of a subjective model of the objective world. As the
infant probes objects in the environment, the physical characteristics of those
objects generate consistent sensory features that are highly correlated with
the probing actions. For instance, horizontal eye movements across a flat
square generate a parallel pair of equal length edges out of all the possible
vertical edges that are self-consistent with that action. The square object is
further identified by subsequent vertical eye movements that generate a
correlated subset of horizontal edges. In the presence of a specific object,
the neurointeractive cycle modifies the top-down predictions of those probing
actions by the associative interference between elements of the self-consistent
framework and the highly correlated set of sensory consequences generated by
the object. In this way, the associative context related to a specific object
is created out of the structure of self-identity as it guides a sequence of
probing actions, which, in turn, become associated with a subset of
self-consistent predictions. By generating probing actions that critically test
hypotheses about the unique identity of the object, the associative context
distinguishes the object from the background of self.
Speech and other vocal communication are very
special cases of neurointeractivity. The development of speech in humans is
perhaps the most carefully studied form of cognitive development. Although
characteristically variable in the specific timing of developmental stages, the
sequential growth of infant speech complexity is well established. In
particular, with respect to the neurointeractive cycle, infant babbling
progresses from reduplicated to variegated sequences of elementary speech
action (i.e. babababa to baba-dada) before it progresses to referential word
formation. Accordingly, the neurointeractive cycle would generate repetitive
speech actions until the cortical sensory component of the motor/sensory
attractor adapts to match the sensory consequences of those actions. As this
prediction improves, the secondary inhibition generated by the bottom-up
sensory inputs becomes aligned with the action/prediction attractor, thereby
strengthening the repeller and propelling the system toward a new
action/prediction attractor. The predictive success of this cortical
neurointeractivity releases the motor action to generate the new sequences of
speech sounds observed in variegated babbling. And the development of babbling
behavior provides a revealing demonstration of the neurointeractive formation
of self identity as the infant learns to predict the sounds of its own speech
as a foundation for experimentation and exploration.
A neurointeractive explanation for the development
of speech communication is especially interesting because the cortical activity
in the sensory areas, which adapts to predict the sensory consequences of one’s
own speech actions, is simultaneously prepared to predict those similar sensory
patterns generated by the speech of others. Such communication is extremely
effective because it is directly constructed from the subjective framework of
self-consistent action/prediction associations. The caregiver guides the
development of this communication by nurturing a bridge from the babbling
speech of the infant, to the complexity of language. This ‘motherese’
approximates the infant’s speech with an exaggerated prosody that segments and
emphasizes the language elements such as subject, action, object (e.g. mama
loves baby). Motherese interacts with
the same action/prediction attractors that are self-organized during babbling
and gradually creates an associative context that biases the speech attractor
sequence toward the language structure. This shared modality of self speech and
the speech of others establishes an almost direct, intimate link between the
cortical neurointeractivities of the speaker and the listener.
The neurointeractive cycle continues to build upon the associative hyper-structure by learning to predict the consequences of one’s actions upon objects and upon the actions of others by the same process that self-organizes the framework of self identity. Manipulative actions upon objects generate sensory consequences that create cortical predictions. The structure of these action/prediction associations adapts to the complexity of the environmental physics (e.g. the force exerted by the weight of a ball in the hand, measured interactively by releasing, then stopping the motion of the hand while it holds the ball, predicts the direction the ball will fall when it is dropped). Similarly, the associative hyper-structure adapts to predict the influence of one’s own speech (or other actions) upon the behavior of others. The structure of these action/prediction associations adapts to the complexity of the language by communication experiments (i.e. trying new words and phrases to test hypothetical responses as an indication of mutual understanding). In this way, the framework of self grows by incorporating one’s influence upon the environment and one’s fellow communicators.
EXPLAINING
EMERGENCE
A direct, explicit explanation, like the explanation
of planetary movements or the explanation of chemical reactions, is not
possible for the explanation of emergent properties such as the hydrodynamics
of H2O, or the economics of the market place, or the autonomy of
conscious behavior. In contrast to
systems that are driven by global external forces such as gravity or
thermodynamics, emergence arises from complex systems whose dynamics are
dominated by the local interactivity between extremely large numbers of
elements. Given this pervasive
interdependence, an explicit account of the behavior of any single element
would require a recursive accounting of all the elements. This complexity and enormity is beyond the
capacity for a comprehensive understanding even though the individual elements
and interactive physics may be relatively simple. Although it may be impossible to map direct causal relations for
a specific emergent phenomenon, scientific methods may determine the relations
between emergent properties that apply to the higher order physics (i.e. the
thermodynamics of chemical reactions or the psychology of neural systems). At some point, the explanation of emergence
depends upon a quantal leap in understanding from the structure and dynamics of
the elements, to the functions and interrelations of the collective properties.
Computer modeling techniques that make it possible
for the first time in history to realistically simulate the collective behavior
of enormous numbers of simple elements (i.e. weather patterns or brain
activity) offer the best tool for the analysis of complex systems. The growing field of dynamical nonlinear systems
analysis provides the most appropriate description of this complex
behavior. However, methods for
demonstrating the emergence of higher function using such computational or
mathematical models face obstacles that are not generally appreciated. Functionality is not pre-programmed, so a
long period of autonomous interactivity in a complex environment is required
for the dynamical self-organization of adaptive behavioral patterns (e.g.
infants take years to develop speech).
Particular functions (e.g. speech or generalization/classification)
emerge from dynamical system properties (e.g. communication and exploration) by
real-time interactivity with the specific environmental contingencies that
nurture those functions. Therefore, to
demonstrate emergence using computational models, the nurturing environment,
either real or virtual, must be included in the model for the higher function
to be recognized by inference from the behavior of the emergent system. Unfortunately, a comprehensive simulation of
the nurturing environment may be more difficult to construct than an artificial
nervous system. And an artificial
nervous system capable of real-time interactions with real environments
requires extremely advanced computer and robotic hardware. These technical breakthroughs are imminent,
but a major shift toward the neurointeractive paradigm is necessary before such
tools may help us explain the emergence of higher function.
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NeuroInteractive
Chapter
Figure
Captions
1.
Closed
Hierarchical Architecture of Cortical Interactivity
This highly simplified diagram represents the general organization of reciprocal bottom-up and top-down interconnections between the three essential shells of the cortical hierarchy. Areas within lower shells (i.e. Primary and Intermediate) provide bottom-up projections to the areas within higher shells (i.e. Intermediate and Autoassociative, respectively). Simultaneously, the higher areas provide top-down projections to areas in shells just below them. While a minimum of three such hierarchical shells are characteristic of neocortex, there are many areas within each of these shells and sub-shells may be distinguished, especially in primates. The entire cortical system may be sub-divided into sensory and motor halves based upon the direct connections of the areas in the Primary shell to sub-cortical structures in the Sensory-Motor core. But interconnections between areas within each shell diffuse the sensory or motor identity of cortical areas throughout higher shells of the hierarchy. The self-sustaining cortical interactivity generated by this system of reciprocal interconnections reaches out to the environment through the motor and sensory structures in the sub-cortical core of the central nervous system for interactivity with selected elements of the Environment. Such extreme simplification is required to appreciate the closed nature of the system, and thereby eliminate the implication that some unidentified influence from outside the system is responsible for its complex behavior.
2.
Asymmetric
Reciprocal Connections Between Cortical Areas
Areas within subjacent shells of the cortical hierarchy are represented as single layers of inhibitory (solid stellates) and excitatory (open pyramids) neurons. Figure 4 presents the more complex, multi-layered view of cortex. Bottom-up projections from lower shells of the hierarchy (i.e. sensory inputs or projections from Primary areas to higher areas) excite both inhibitory and excitatory neurons within a relatively small locus of the higher cortical area. In contrast, the top-down projections from areas in higher shells ascend through the cortical layers to contact specialized dendrites of the excitatory neurons that extend to the surface, out of the reach of the inhibitory neurons. While each point in a lower area sends bottom-up projections to corresponding points in higher areas, the top-down projections from a point in a higher area extend horizontally across the surface of the lower area, which effectively distributes the higher influence to all points of the lower topography.
3.
Self-Similar
Hyper-structure of Cortical Attractor/Repeller Saddle Points
A. The path of cortical activity through state space falls toward attractors represented here as spirals approaching fixed points to provide a specific locus for the saddle point where the repeller overcomes the attractor. But such saddle points may occur as the state approaches limit cycles or more complex attractors as well, which may themselves appear as fixed points from another hyper-dimensional perspective. As repeller mechanisms strengthen, the activity state is propelled from the saddle point toward an orthogonal set of attractors represented here as a trajectory that is perpendicular to the plane of the spiral. Such saddle points liberate the activity state to move from one elementary action attractor (e.g. sensory/motor movement) to an orthogonal set of next actions thereby maintaining a structure that links together action sequences.
4.
Canonical
Circuit for the Cortical Cycle of Neurointeractivity
A. The principal targets of the excitatory bottom-up projections from the sensory systems to the primary areas, and from lower to higher cortical areas, are the excitatory and inhibitory neurons found in the middle cortical layers. This initial bottom-up excitation spreads across cortical layers, but is abruptly terminated by the secondary inhibition generated by the response of the middle layer (IV) inhibitory neurons. Both the bottom-up and top-down projections between cortical areas originate primarily from the neurons in upper cortical layers (III), while the projections out of the cortex to motor and other sub-cortical structures originate from the neurons in lower cortical layers (V). In contrast to the middle layer neurons, which are most sensitive to bottom-up inputs, the projection neurons in upper or lower layers have specialized dendritic branches that extend to the surface of the cortex where the excitatory top-down projections from higher areas terminate. These top-down projections to the most superficial layers avoid the inhibitory neurons of the middle layers, such that top-down excitation is terminated primarily by the secondary inhibition generated by the middle layer response to bottom-up inputs.
B. The dynamical interactivity generated by these reciprocal projections between cortical areas generates a cycle of self-organization that is propelled by the mechanisms of the cortical circuit. These neural mechanisms support a regenerative, but non-repetitive cycle of cortical activity: the top-down influence of distributed cortical activity generates activity in lower areas, some of which produce motor actions; the consequences of this top-down activation and the motor actions it generates results in negative sensory feedback and other bottom-up inhibition; in turn, this bottom-up inhibition at specific cortical loci releases the next top-down motor action generated at other cortical loci under the continuing top-down influence of the more slowly evolving pattern of distributed cortical activity. This figure relates equivalent functions to each phase of this interactive neural cycle which emerge in the context of sensory/motor interactivity with the objective world to give meaning to both the structure of the distributed cortical activity and the overt actions associated with that structure. To the extent that this associative structure successfully predicts the bottom-up or sensory consequences of these actions, the structure is reinforced by reactivation of predicted cortical loci, or it is destabilized by bottom-up activation of unpredicted loci which moves the system toward a new associative structure.



Figure
4. Canonical Circuit for the Cortical Cycle of Neurointeractivity