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Revision difference : subfield |
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| Let $F$ be a field and $S$ a subset such that $S$ with the inherited operations from $F$ is also a field. Then we say that $S$ is a subfield of $F$. |
\section*{subfield} |
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\begin{123listcolonstyle} |
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\item $F$ field |
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\item $S \subset F$ field |
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\end{123listcolonstyle} |
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{\it Note: This is a ``seed'' entry written using a short-hand format described in \htmladdnormallink{this FAQ}{http://www.ma.utexas.edu/~jcorneli/h/FAQ/}.} |
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