Gimel function
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 Hebrew letter gimel. The gimel hypothesis states that
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Gimel function
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 Hebrew letter gimel. The gimel hypothesis states that
has abstract
In axiomatic set theory, the g ...... e gimel hypothesis states that
@en
在公理集合論裡，駱駝函數（Gimel function）是把 ...... 數是用來研究連續統函數和基數指數函數。根據柯尼希定理，有 。
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In axiomatic set theory, the g ...... e gimel hypothesis states that
@en
在公理集合論裡，駱駝函數（Gimel function）是把 ...... 數是用來研究連續統函數和基數指數函數。根據柯尼希定理，有 。
@zh
label
Gimel function
@en
Gimel-Funktion
@de
駱駝函數
@zh