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Application of category theory and cognitive science to design of semantic descriptions for content data

  • US 7,319,951 B2
  • Filed: 03/14/2001
  • Issued: 01/15/2008
  • Est. Priority Date: 03/14/2000
  • Status: Expired due to Fees
First Claim
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1. A method of representing a semantic description for content data, comprising the steps of:

  • a) using a core semantic entity for expressing an underlying meaning of said content data instead of expressing what is in said content data to represent said semantic description, wherein said content data comprises one of picture, graphics, 3D model, audio, video, and any combination thereof, wherein said core semantic entity comprises a semantic object which semantically describes an object and which includes a plurality of attributes associated with said object, wherein said semantic object comprises semantic sub-objects, a semantic state which is a collection of attributes of said semantic object, wherein said semantic state comprises semantic sub-states, a semantic event which is a change in said semantic state, wherein said semantic event comprises semantic sub-events, and a semantic episode which represents semantic events over a period of time, wherein said semantic episode comprises semantic sub-episodes;

    b) using a constructed semantic entity having at least one core semantic entity to represent said semantic description, wherein said constructed semantic entity expresses an underlying meaning of said content data instead of expressing what is in said content data, wherein said constructed semantic entity has a plurality of operational properties resembling cognitive operations;

    c) using a categorical structure to represent said semantic description, wherein said categorical structure comprises a morphism being a mapping between entities, a graph including a set of morphisms between entities where said morphisms are implemented as edges and a set of entities where said entities are implemented as vertices, a category including a plurality of entities and at least one morphism between said entities, a functor being a mapping between categories and obeys a plurality of categorical constraints, a natural transformation being a mapping between functors and obeys said plurality of categorical constraints, and a relation; and

    d) storing said semantic description, wherein said semantic description describes an underlying meaning of said content data instead of describing what is in said content data.

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