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Information-theoretic death is the destruction of the information within a human brain (or any cognitive structure capable of constituting a
Kaynak: Information-theoretic death

Proof-theoretic semantics is an approach to the semantics of logic that attempts to locate the meaning of propositions and logical
Kaynak: Proof-theoretic semantics

An encryption protocol that has information-theoretic security does not depend for its effectiveness on unproven assumptions about
Kaynak: Information-theoretic security

In mathematics , set-theoretic topology is a subject that combines set theory and general topology . It focuses on topological questions
Kaynak: Set-theoretic topology

Set theoretic programming is a programming paradigm based on mathematical set theory . One example of a programming language based on
Kaynak: Set theoretic programming

Any vector space can be made into a unital associative algebra , called functional theoretic algebra, by defining products in terms of two
Kaynak: Functional-theoretic algebra

A field-theoretic simulation is a numerical strategy to calculate structure and physical properties of a many-particle system within the
Kaynak: Field-theoretic simulation

In number theory , an arithmetic, arithmetical, or number-theoretic function is a real or complex valued function ƒ(n) defined on the set
Kaynak: Arithmetic function

Decision-theoretic rough sets (DTRS) is a probabilistic extension of rough set classification. First created in 1990 by Dr.
Kaynak: Decision-theoretic rough sets

A convenient notation for theoretic scheduling problems was introduced by Ronald Graham , Eugene Lawler , Jan Karel Lenstra and Alexander
Kaynak: Notation for theoretic scheduling problems

channel coding , algorithmic complexity theory , algorithmic information theory , information-theoretic security , and measures of information.
Kaynak: Information theory

Set-theoretic topology: Set-theoretic topology. Set-theoretic topology studies questions of general topology that are set-theoretic in nature
Kaynak: Set theory

Proof theory is important in philosophical logic , where the primary interest is in the idea of a proof-theoretic semantics , an idea which
Kaynak: Proof theory

Thus σ(A) is the set obtained by adding a new element y to every member x of A. This sigma is a set-theoretic operationalization of the
Kaynak: Set-theoretic definition of natural numbers

This article is about the discrete Fourier transform (DFT) over any ring , commonly called a number-theoretic transform (NTT) in the case
Kaynak: Discrete Fourier transform (general)

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