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Category and Information
Category: Information theory
Category: Information theorists
Category: Information Age
Category: Information systems
Category: Information Age
Category: Information, knowledge, and uncertainty
Category: Ministers for
Information and Broadcasting of India
Category: Information sensitivity
Category: Information science
Category: Information Age
Category: Information sensitivity
Category: Information appliances
Category: Information theory
Category: Information
Category: Information retrieval
Category: Information science
Category: Information technology management
Category: Information technology management
Category: Information technology
Category: Information systems
Category: Ministers of
Information of France
*
Category 5-Part 2-"
Information Security "
Category: Information science
Category: Information technology management
Category: Information science
Category and theory
Category: Libertarian
theory
Category theory deals with abstract objects and morphisms between those objects.
Category: Number
theory
Category: Telecommunication
theory
Category: Stability
theory
Category: Chaos
theory
Category: Quantum complexity
theory
Category: Measures ( measure
theory )
# REDIRECT
Category theory
Category: Communication
theory
Category: Public choice
theory
Category theory is an area of study in mathematics that examines in an abstract way the properties of particular mathematical concepts, by formalising them as collections of objects and arrows ( also called morphisms, although this term also has a specific, non category-theoretical meaning ), where these collections satisfy some basic conditions.
Category theory has several faces known not just to specialists, but to other mathematicians.
Category theory is also, in some sense, a continuation of the work of Emmy Noether ( one of Mac Lane's teachers ) in formalizing abstract processes ; Noether realized that in order to understand a type of mathematical structure, one needs to understand the processes preserving that structure.
Category theory has been applied in other fields as well.
Category: Higher category
theory
simple
: Category theory
Category: Computability
theory
Category: Algorithmic information
theory
Category: Quantum field
theory
Category: Critical
theory
Category: Consumer
theory
Category: Database
theory
Category: Telecommunication
theory
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