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Alternative set theory
Alternative set theory Generically, an alternative set theory is an alternative mathematical approach ...
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Set theory (translated from German)
Set theory This article is concerned with the mathematical theory of the quantities. A first introduction to the terms of the set theory is under Quantity (mathematics). Those Set ...
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Set theory
Set theory Set theory is the mathematical theory of sets, which represent collections of ...
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Set theory (Psychology wiki)
Set theory Home Support Help Site Support Orientation Background ... methods Exp. design Stats. tests Stats course Set theory is the mathematical theory of sets, which represent collections of ...
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Axiomatic set theory
Axiomatic set theory Set theory is a branch of mathematics created principally ... end of the 19th century. Initially controversial, set theory has come to play the ...
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Function (set theory)
Function (set theory) A function is determined by two collections ... which is denoted by f(x). The set A is called the domain of the function. The set B is called the codomain of the ... usually defined more concretely in terms of set theory. A function from A to ...
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Talk:Set theory
Talk:Set theory The concept of "shatter" or "shattering" is ... important in the fields of statistical learning theory, empirical processes, and probability theory in general. I have begun to improve ... excrutiatingly fine detail! :-) Alternatives to Zermelo-Fraenkel set theory is a topic that has ...
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Positive set theory
Positive set theory In mathematical logic, positive set theory is the name for a class of alternative set theories in which the axiom ...
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Category:Set theory
Category:Set theory Articles and media on this topic in ... projects can be found at: Commons Category Set theory Wikimedia Commons has media related to: Sets Set theory is any of a number ...
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Talk:Naive set theory
Talk:Naive set theory Old discussions (2002-2003) have been moved to Talk:Naive set theory/Archive1. The page was moved, so the ... the title of Paul Halmos' book Naive Set Theory." I'm not so sure ...
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