equational


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Related to equational: recanalize, equational logic, premenarchal

e·qua·tion

 (ĭ-kwā′zhən, -shən)
n.
1. The act or process of equating or of being equated.
2. The state of being equal.
3. Mathematics A statement asserting the equality of two expressions, usually written as a linear array of symbols that are separated into left and right sides and joined by an equal sign.
4. Chemistry A representation of a chemical reaction, usually written as a linear array in which the symbols and quantities of the reactants are separated from those of the products by an arrow or a set of opposing arrows.
5. A complex of variable elements or factors: "The world was full of equations ... there must be an answer for everything, if only you knew how to set forth the questions" (Anne Tyler).

e·qua′tion·al adj.
e·qua′tion·al·ly adv.

e•qua•tion•al

(ɪˈkweɪ ʒə nl, -ʃə-)

adj.
1. of, using, or involving equations.
2. of or pertaining to a sentence consisting of a subject and complement having the same referent, with or without a copula, as Very interesting, those books.
[1860–65]
e•qua′tion•al•ly, adv.
References in periodicals archive ?
summation], E) an equational theory with function symbols [summation] and equations E;
The second is that of an equational clause of a topic-comment/subject-predicate structure in which the wh-phrase makes up the predicate, or part of the predicate, and the subject has the structure of a free relative clause.
The equational theory of [omega]-terms for finite R-trivial semigroups.
We prove the following theorem announced by Zhil'tsov in 2000: the equational theory of the class of all epigroups coincides with the equational theory of the class of all finite epigroups and is decidable.
The formulas are written in a scripting language similar to Latex, which is later translated and displayed in visual equational form.
always met, then maximal equational separation occurs and the frequency
Schmidt, On n-permutable equational classes, Acta Sci.
Computer-based instruction on multimedia networking fundamentals: Equational versus graphical representation.
Structural equational modeling: Concepts, issues, and applications (pp.
The measurement model is a submodel in structural equational modeling (SEM) and is used to specify the indicators for each construct and assess the reliability of each construct for estimating the causal relationships (Hair, Anderson, Tatham, & Black, 1998).
2010), Exploring Influencing Factors for the Selection of Mobile Phone Service Providers: A Structural Equational Modeling (SEM) approach on Malaysian Consumers, African Journal of Business Management, 4(13): 2885-2898.