Value | Position | |
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Position | 18 | 18 |
Accepted meanings | 511 | 18 |
Obtained votes | 2 | 56 |
Votes by meaning | 0 | 5275 |
Inquiries | 11866 | 20 |
Queries by meaning | 23 | 5275 |
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"Statistics updated on 5/6/2024 12:31:57 PM"
They are the ones whose disjunct elements are obtained by the combination of a two of a set of simple elements or the elements of a joint compound, can also be obtained by the Cartesian product of elements: two simple sets; two sets of compounds; a simple set with a joint compound and vice versa, in such a way that only should be an element of the disyunto compound element.
They are those whose disjunct alleged elements are formed by: simple elements of a so-called set; two alleged sets simple single element; elements composed of two so-called composite assemblies; simple a simple so-called set elements and compounds of a so-called compound set in such a way that only an element of the disyunto composite element must be performed.
They are those whose universal composite elements are not defined and are formed from the Cartesian product of the elements a universal set, or two or more different universal sets and to play with it must be related to correspondingly defined elements of absolute sets.
Joint compounds are, whose mixed elements are obtained by the Cartesian product of the elements of two or more sets of different kinds for instance, actual sets elements by elements of so-called sets, elements of real sets with elements of universal sets, elements of so-called elements of universal sets sets.
They are those whose shares are formed by: two simple elements; two composite elements; a simple element and an element compound, in such a way that the written element left is they play the chips that make major movements and the written element right is they play the chips that secondary movements. The elements of shared assemblies are not written on the chips only write in the boxes of the q-variable.
They are the ones whose universal elements are not defined and mental mind are defined to relate them corresponding mind in the order in which they are written with defined elements of absolute sets. Universal sets are classified into: pure universal sets; Science sets and random sets.