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monadic ne demek?

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İngilizce - Türkçe

monadic anlamı
sıfat
1) birime ait
2) monada ait

"monadic" için örnek kullanımlar

The term monadic has multiple uses: logic and mathematics, a predicate, a relation or a function having an arity of one is called monadic.
Kaynak: Monadic

In logic , the monadic predicate calculus (also called monadic first-order logic) is the fragment of predicate calculus in which all
Kaynak: Monadic predicate calculus

The return operation takes a value from a plain type a and puts it into a monadic container of type M a; the bind operation chains a
Kaynak: Monad (functional programming)

Unary functions or predicates may be also called "monadic"; similarly, binary functions may be called "dyadic". In mathematics, depending
Kaynak: Arity

By extension, a functor Gcolon D o C is said to be monadic if it has a left adjoint F forming a monadic adjunction. Beck's monadicity
Kaynak: Monad (category theory)

Unary operators (called "monadic" in APL) are also used in programming languages. C family of languages: In the C family of languages, the
Kaynak: Unary operation

In abstract algebra , a monadic Boolean algebra is an algebraic structure with signature :〈 A, ·, +, ', 0, 1, ∃〉 of type 〈2,2,1,0,0,1〉,
Kaynak: Monadic Boolean algebra

The monadic plane (hyperplane ) or continuum /universe , enclosing and interpenetrating grosser hyperplanes, respectively is the plane in
Kaynak: Monadic plane

"Featured Creatures" column. The astral deva, the monadic deva, and the movanic deva first appeared in Dragon 63 (July 1982 The planetar
Kaynak: Angel (Dungeons & Dragons)

Leibniz later defines the term monadic conatus, as the "state of change" through which his monads perpetually advance. Related usages and
Kaynak: Conatus

In category theory , a branch of mathematics , Beck's monadicity theorem asserts that a functor : U: C o D. is monadic if and only if
Kaynak: Beck's monadicity theorem

In the study of graph algorithm s, Courcelle's theorem is the statement that every graph property definable in monadic second-order logic
Kaynak: Courcelle's theorem

the existential fragment of monadic second-order logic (MSO); it contains all MSO formulas without universal quantifiers. EMŠO, the
Kaynak: EMSO

The astral deva, the monadic deva, and the movanic deva first appeared in Dragon 63 (July 1982 and were reprinted in the first edition
Kaynak: Deva (Dungeons & Dragons)

This also reflects the relationship between the monadic logic of quantification (for which monadic Boolean algebras provide an algebraic
Kaynak: Interior algebra

Monadic and dyadic functions: Most symbols denote functions. A monadic function takes as its argument the result of evaluating everything to
Kaynak: APL syntax and symbols

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