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Monadic - Wikipedia
Monadic, a relation or function having an arity of one in logic, mathematics, and computer science . Monadic, an adjunction if and only if it is equivalent to the adjunction given by the Eilenberg–Moore algebras of its associated monad, in category theory. en.wikipedia.org
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Monadic Clothing – MONADIC
Casual and refined menswear sewn in Los Angeles. Knitwear, wovens, outerwear, chinos. www.monadicclothing.com
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monadic - Wiktionary, the free dictionary
monadic (not comparable) (mathematics, logic) having an arity of one (taking a single argument or operand) en.wiktionary.org
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monadic
monadic, a. (mɒˈnædɪk) [ad. Gr. µοναδικός composed of units, f. µοναδ-, µονάς monad.] 1. a. Composed of monads or units; pertaining to or of the nature of a monad; existing singly. Also quasi-n., that which is composed of units.1788 T. Taylor Proclus I. Diss. 14 The monadic, or that which is compose... Oxford English Dictionary
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monadic, adj. meanings, etymology and more | Oxford English ...
The earliest known use of the adjective monadic is in the late 1700s. OED's earliest evidence for monadic is from 1788, in a translation by Thomas Taylor, ... www.oed.com
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MONADIC definition in American English - Collins Dictionary
1. being or relating to a monad 2. logic, mathematics (of an operator, predicate, etc) having only a single argument place. www.collinsdictionary.com
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MONADIC Definition & Meaning - Dictionary.com
adjective · being or relating to a monad · logic maths (of an operator, predicate, etc) having only a single argument place. “Collins English Dictionary — ... www.dictionary.com
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MONAD Definition & Meaning - Merriam-Webster
1. a : unit, one b : atom sense 3 c : an elementary individual substance which reflects the order of the world and from which material properties are derived. www.merriam-webster.com
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What is MONAD? : r/functionalprogramming - Reddit
A monad is a flatmappable. That's literally it. Every other "monadic" thing is a feature of a specific monad rather than something that is a ... www.reddit.com
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monadic functor in nLab
Monadic functors are precisely the forgetful functors defined on Eilenberg-Moore categories for monads, and strictly monadic functors are the same as these ... ncatlab.org
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Merely monadic - HaskellWiki
Introduction. In Haskell, monadic types - types having an instance for the Monad class - can be thought of as abstract descriptors of computations which are inherently composable - smaller monadic expressions (actions) can be used to build larger ones. This monadic interface (as specified by Monad) provides actions additional flexibility in separating: . the time of composition: when it is ...
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What does the phrase Monadic Bind mean? - Medium
Reposting it here: Monadic bind is the name given to the (>>=) function or bind function, also known as chain, flatMap, or joinMap. I personally like to call it the "then" function borrowing ...
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Monadic predicate calculus
In logic, the monadic predicate calculus (also called monadic first-order logic) is the fragment of first-order logic in which all relation symbols in the signature are monadic (that is, they take only one argument), and there are no function symbols. wikipedia.org
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Dualizing the statement "A functor is monadic". This is another example of my struggle with the dualizing principle in Category theory. There are two notions, monadicity and comonadicity. I want to see how exactly the...
"$G$ is monadic" means $G$ has a left adjoint $F$ such that the comparison functor $c:\mathcal{C}\to (GF)-\mathbf{Alg}$ is an equivalence. Thus the dual of "$G$ is monadic" is "$G^{\mathrm{op}}$ is comonadic."
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Monadic Boolean algebra
Monadic Boolean algebras form a variety. Likewise, monadic Boolean algebras supply the algebraic semantics for S5. Hence S5-algebra is a synonym for monadic Boolean algebra. wikipedia.org
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