this is for holding javascript data
Gabriela Guzmán edited Description/K-theorydescription.tex
over 8 years ago
Commit id: 93ad7164e646e6f5275dde615e3b9574b2a25691
deletions | additions
diff --git a/Description/K-theorydescription.tex b/Description/K-theorydescription.tex
index 7c0be1b..357c86c 100644
--- a/Description/K-theorydescription.tex
+++ b/Description/K-theorydescription.tex
...
If $F$ is an algebraically closed field, then for $n\geq1$, $K_n(F)$ is divisible and the torsion subgroup in $K_n(F)=0$ if $n$ is even and isomorphic to $\coprod_{l\neq char F}\mathbb{Q}_l/Z_{l}(n)$ if $n$ is odd.
\end{theo}
For the case when $F$ is the algebraic closure of a finite field. We sill study the
$K $K$ theory for finite fields following the work of Quillen.
Also it will be interesting has a discusion around the Borel's theorem on the calculation of
$
\end{document}