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Lp'-Balance Theorem

If every component $L$ of $X/O_{p'}(X)$ satisfies the ``Schreler property,'' then

\begin{displaymath}
L_{p'}(Y)\leq L_{p'}(X)
\end{displaymath}

for every $p$-local Subgroup $Y$ of $X$, where $L_{p'}$ is the p-Layer.

See also p-Layer, Subgroup




© 1996-9 Eric W. Weisstein
1999-05-26