View source for Principle of Individuation

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== Definition ==
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At any level of [[complexity]], at any level of [[Reality]], every object, every product of the [[Process of Formation of Reality]], every [[Events|Event]], [[Action]], [[Information]], [[Structures of Information|Structure of Information]], [[Forms|Form]], in turn '''becomes a whole, a unity, a new source''' of Events, of Action, of Information, and thus a new active subject in the incessant [[Creation]] and [[Evolution]] of Reality. 

The object of an Action become itself in turn a new subject of Action.

== Common definition  ==
{{WpPages}}
*[https://en.wikipedia.org/wiki/Principle_of_individuation Principle of individuation]
*[https://en.wikipedia.org/wiki/Individuation Individuation]

== See also ==
*[[Principles]]
*[[Principle of Variation]]
*[[Principle of Propagation]]
*[[Principle of Conservation]]
*[[Other Principles of Evolutionary Dynamics]]
*[[Principle of Unity]]
*[[Principle of Connection]]
*[[Principle of Relation]]
*[[Principle of Evolution]]
*[[Principle of Equivalence]]
*[[Physical Principles]]
*[[Fundamental Physical Principles]]	
*[[Principle of Uncertainty]]	
*[[Principle of Action and Reaction]]	
*[[Principle of Least Action]]
*[[Principle of Locality]]		
*[[Principle of Quantization]]		
*[[Principle of Relation in Physical Reality]]	
*[[Principle of General Equivalence]]
*[[Cognitive Principles]]
*[[Metacognitive Principles]]

{{Template:LinksToTFNR}}
*[[TFNR - The Principle of Reality]]
*[[TFNR - The Principles of Reality]]
*[[TFNR - The principle of individuation]]
*[[TFNR - The fundamental principles of the Elementary Dynamics (Principles of Action)]]
*[[TFNR - Recipe for constructing a Reality]]
*[[TFNR - From the fundamental principles to the laws of nature]]
*[[TFNR - The fundamental principles of the dynamics of the Elementary Field]]
*[[TFNR - The principle of Uncertainty]]
*[[TFNR - The principle of Action and Reaction)]]
*[[TFNR - The principle of Minimum Action]]
*[[TFNR - The principle of Relation]]
*[[TFNR - The principle of General Equivalence]]
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