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authorSebastiano Tronto <sebastiano.tronto@gmail.com>2019-09-20 11:55:56 +0200
committerSebastiano Tronto <sebastiano.tronto@gmail.com>2019-09-20 11:55:56 +0200
commit47226efb9294adfdfdc11080ac3b3b8cef06daf7 (patch)
treea5b283f1881f80760b528c1722b7b30e6ea87180
parentbf1e3835019cb18062f2884f84ee3686c8777781 (diff)
downloadkummer-degrees-47226efb9294adfdfdc11080ac3b3b8cef06daf7.tar.gz
kummer-degrees-47226efb9294adfdfdc11080ac3b3b8cef06daf7.zip
New documentation
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@@ -5,7 +5,7 @@ TotalKummerFailure (described below), simply download the file
5kummer_degree.sage and include it in your SageMath session/project, 5kummer_degree.sage and include it in your SageMath session/project,
6for example with 6for example with
7``` 7```
8attach("kummer_degree.sage"). 8attach("kummer_degree.sage")
9``` 9```
10 10
11A Kummer Extension of Q is a field extension of the form Q_{M,N}:= 11A Kummer Extension of Q is a field extension of the form Q_{M,N}:=
@@ -22,7 +22,7 @@ this field Galois over Q.
22 22
23The main importance of this script is to show that, for a fixed group G as 23The main importance of this script is to show that, for a fixed group G as
24above, one can compute in a finite time a finite-case-distinction formula 24above, one can compute in a finite time a finite-case-distinction formula
25that computes the degrees [Q_{M,N}:Q] of such extensions when M and N vary. 25that computes the degrees of such extensions when M and N vary.
26A preprint by A. Perucca, P. Sgobba and S. Tronto that explains how this is 26A preprint by A. Perucca, P. Sgobba and S. Tronto that explains how this is
27possible can be found in the docs folder. 27possible can be found in the docs folder.
28 28

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