Complexity. What is Consciousness? Tononi: – consciousness corresponds to the capacity of a system to integrate information.

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Presentation transcript:

Complexity

What is Consciousness? Tononi: – consciousness corresponds to the capacity of a system to integrate information.

Tononi Consciousness This claim is motivated by two key properties of consciousness: – Differentiation the availability of a very large number of conscious experiences Specialized processing in different neural regions – Integration the unity of each such experience. Combining specialized processes to create whole experience

The whole is bigger than the sum of the parts Aristotle “ ” Good Feeling Integration Taste of food Being with family Ambiance Pleasure of conversation Smell of turkey Sight of decor Differentiation Non-linear Complex System As Thanksgiving Dinner

Differentiation/Local: – Factory A makes wheels – Factory B makes engines – Factory C makes headlights Integration/Global: – Toyota buys wheels, engines, headlights to assemble a car. Local and Global Neural Processing As Factories

Tononi Theory states that the quantity of consciousness available to a system can be measured as the Φ value of a complex of elements. Φ is the amount of causally effective information that can be integrated across the informational weakest link of a subset of elements.

Theory states that the quantity of consciousness available to a system can be measured as the Φ value of a complex of elements. Φ is the amount of effective information that can be integrated across the informational weakest link of a subset of elements. Φ score reflects complexness in a system

To Tononi, there are two problems: – The first is understanding the conditions that determine to what extent a system has conscious experience. What tolerance do the sensors have? Parameter input increases ability to output consciousness. – Understanding the conditions that determine what kind of consciousness a system has. What type of sensors are being used

– The first is understanding the conditions that determine to what extent a system has conscious experience. What tolerance do the sensors have? Parameter input increases ability to output consciousness. Low level of consciousness vs High level:

Homer Simpson Color of food Cigarette Smoke Scent

– Understanding the conditions that determine what kind of consciousness a system has. What type of sensors are being used Bump SensorsPosition Sensors

Neural Complexity (C N ) Picking up a cup Finger control, wrist control, muscle force control--local 3 parts of brain interact as global interaction Work together as a system to perform action of grasping cup

Neural Complexity (C N ) A concept called neural complexity (C N ) that describes the interplay between local properties/activities and global interaction (that leads to behaviors) in the brain. “A measure for brain complexity”

Two Views: – Localizationist view: the brain is functionally specialized—certain brain areas are responsible for certain behaviors – in authors’ words: functional segragation Individual parts of a car are tested to determine quality – Holistic view: brain activities have to be integrated (at the neuronal level as well as the behavioral level) to produce coherent output, e.g. a smooth action. Overall experience while driving…. Is it quiet, smooth, durable…. – interaction of elements is used to determine quality

Objectives: – Show that local specialization and global interaction in the brain can be formulated within a unified dynamical framework (i.e. C N ). One model to express both local and global processing. Cn Model – To use C N to analyze some principles of neuro- anatomical organization. How the brain parts are linked.

Theory – Given a system X with n elementary components, using entropy and mutual information theories to characterize the system, specifically: – Segregation and integration are characterized in terms of deviations from statistical independence among the elementary components. This is the measure of C N. – Segregation and integration are scored in terms of independence among components.

Theory – C N is low when elementary components are either totally independent (e.g. dilute gases) or total dependent (e.g. crystal); – C N is high for systems whose components are independent in small subsets and become increasingly dependent in bigger subsets (e.g. the human brain, where specialization and integration both happen). – A high C N refers to high density of connections, strong local connectivity, patchiness in the connectivity among neuronal groups, and a large number of reentrant circuits.

Validation Ran computer simulations to validate the theory. Theory-based computer simulations produced results similar to human data from MRI studies.