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Equivalence relation, In mathematics, a generalization of the idea of equality between elements of a set.
Henning Schulzrinne, a computer science professor at Columbia University, sees similarities in cellphones and VoIP services, which consumers deem reliable as elements of a set of redundant services.
The 18th-century Swiss mathematician Leonhard Euler studied the properties of Latin Squares in which each row and column would contain a complete list of the elements of a set of numbers or letters.
The culturally competent communication model includes five communication skills that are depicted as elements of a set in which acquisition of more skills corresponds to increasing complexity and culturally competent communication.
Zermelo's original system included the assumption that, if a formula S x) is "definite" for all elements of a set A, then there exists a set the elements of which are precisely those elements x of A for which S x) holds.
In other words, all the elements of a set have the same type.
Similar(38)
An algebraic hyperstructure (henceforth simply called a hyperalgebra) is a set endowed with one or more hyperoperations, i.e., multi-valued operations mapping a pair of elements to a set of elements.
The idea was to take one element of a set and use that to find the next element, then to use the second to construct a third, and so on.
In many cases, planners must compute a planning graph for each element of a set of states, and the naive technique enumerates the graphs individually.
Before Frege, Husserl and others, Bolzano carefully distinguished between subsumption (in set-theoretical terminology: to be an element of a set) and subordination (to be a subset).
They advocate the view that in a specific situation a causally relevant condition is a necessary element of a set of conditions jointly sufficient for the harmful outcome.
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