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strictness
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strictness
strictness (ˈstrɪktnɪs) [-ness.] The quality or condition of being strict. † 1. In physical senses: Narrowness, straitness; tightness, close compression. Obs.1604 R. Cawdrey Table Alph., Strictnes, narrownes or smalnes. 1605 in 10th Rep. Hist. MSS. Comm. App. v. 372 That strictnes of the gate that l...
Oxford English Dictionary
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Strictness analysis
Projection-based strictness analysis
Projection-based strictness analysis, introduced by Philip Wadler and R.J.M. Hughes, uses strictness projections to model more subtle forms of strictness, such as head-strictness in a list argument.
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All about strictness - FP Complete
With this definition of a list, we need to know all the details about the list itself, but the values can remain undefined. This is called spine strict. By contrast, we can also be strict in the values and be value strict: data List a = Cons !a !(List a) | Nil main = Cons undefined (Cons undefined Nil) `seq` putStrLn "Hello World"
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STRICT Definition & Usage Examples | Dictionary.com
Strict definition: characterized by or acting in close conformity to requirements or principles. See examples of STRICT used in a sentence.
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Strict function
In a non-strict functional programming language, strictness analysis refers to any algorithm used to prove the strictness of a function with respect to
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districtness
† diˈstrictness Obs. rare. [f. as prec. + -ness.] Strictness, precision, exactitude.1586 A. Day Eng. Secretary ii. (1625) 59 [It] challengeth no such districtnesse..as was required in the other. Ibid. 110, I doe in all things commend fidelity and trust to be performed where by districtnesse it is ch...
Oxford English Dictionary
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Strict programming language
Explanation
In most non-strict languages the non-strictness extends to data constructors. Non-strictness has several disadvantages which have prevented widespread adoption:
Because of the uncertainty regarding if and when expressions will be
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Erminold
The means of the murder was the use of a piece of timber, and the motive was the Abbot's excessive strictness.
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Meaning of different inequalities when testing the probabilities of random variables I'm trying to figure out what different inequalities mean when testing the probability that a random variable is greater or less tha...
You can use either of the following: * $P(X < y) = P(X \le y) - P(X=y)$ * $P(X < y) = \lim\limits_{z \uparrow y} P(X \le z)$ using the limit as $z$ approaches $y$ from below If $X$ is a continuous random variable, i.e. the cumulative distribution function $F(y)$ is a continuous function, then $P(X=y...
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Congruence Property of Monotone Operators A map $T$ is called strictly monotone if for $x\ne y$, $\langle u-v,x-y\rangle>0$ for all $u\in T(x),v\in T(y)$. Let $A$ be an $m\times n$ matrix and $b\in\mathbb R^m$. I wan...
If $rank(A) < n$, the strictness of $S$ may be lost, since it is now possible that $x \ne y$ but $S(x) \cap S(y) \ne \emptyset$.
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Cyprianus of Constantinople
He gave emphasis to the strictness of clerics' lives and preserved up to today, is his circular about clergy being forbidden to use bright clothing («»
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The Verdier Quotient In A.Neeman's book and D.Murfet's notes I have been reading about the construction of the Verdier quotient of a triangulated category, $\mathscr{T}$, by some triangulated subcategory $\mathscr{C}$...
$\mathscr{T}/\mathscr{C}$ still makes sense if $\mathscr{C}$ is not strict, but it's exactly the same as taking the quotient by the "strictification" of $\mathscr{C}$ (i.e., the subcategory consisting of all objects isomorphic to an object of $\mathscr{C}$), so you don't get anything more general.
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Constructed product result analysis
See also
Strictness analysis
References
Functional programming
Programming language implementation
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