gimel function wikipedia - EAS
- From Wikipedia, the free encyclopedia In axiomatic set theory, the gimel functionis the following function mapping cardinal numbersto cardinal numbers: ℷ:κ↦κcf(κ){displaystyle gimel colon kappa mapsto kappa ^{mathrm {cf} (kappa)))www.wikiwand.com/en/Gimel_function
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In axiomatic set theory, the gimel function is the following function mapping cardinal numbers to cardinal numbers: where cf denotes the cofinality function; the gimel function is used for studying the continuum function and the cardinal exponentiation function. The symbol is a serif form of the … See more
The gimel function has the property for all infinite cardinals κ by König's theorem.
For regular cardinals , , and Easton's theorem says we don't know much about the values of this function. For singular , upper bounds for can … See moreThe gimel hypothesis states that . In essence, this means that for singular is the smallest value allowed by the axioms of Zermelo–Fraenkel set theory See more
Wikipedia text under CC-BY-SA license - https://www.wikiwand.com/en/Gimel_function
WebThe gimel function has the property > for all infinite cardinals by König's theorem. For regular cardinals κ {\displaystyle \kappa } , ℷ ( κ ) = 2 κ {\displaystyle \gimel (\kappa …
Gimel function - HandWiki
https://handwiki.org/wiki/Gimel_functionWebIn axiomatic set theory, the gimel function is the following function mapping cardinal numbers to cardinal numbers: [math]\displaystyle{ …
- https://www.wikiwand.com/en/Talk:Gimel_function
Webwhat does it mean: "...the continuum function is eventually constant below κ..."? and what is 2 < κ {\displaystyle 2^{<\kappa )) ? בנציון יעבץ 19:21, 7 March 2021 Reply[reply]
Wikizero - Gimel function
https://wikizero.com/www//Gimel_functionWebThe gimel function has the property > for all infinite cardinals κ by König's theorem. For regular cardinals κ {\displaystyle \kappa } , ℷ ( κ ) = 2 κ {\displaystyle \gimel (\kappa …
Gimel function - Wikipedia @ WordDisk
https://worddisk.com/wiki/Gimel_functionWebIn axiomatic set theory, the gimel function is the following function mapping cardinal numbers to cardinal numbers:: where cf denotes the cofinality function; the gimel …
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Gimel function - Unionpedia, the concept map
https://en.unionpedia.org/i/Gimel_functionWebGimel function In axiomatic set theory, the gimel function is the following function mapping cardinal numbers to cardinal numbers: where cf denotes the cofinality function; …
- dictionary.sensagent.com/gimel function/en-en
Webwhere cf denotes the cofinality function; the gimel function is used for studying the continuum function and the cardinal exponentiation function. Values of the Gimel …
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