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swh:1:snp:2a0cc3482837348ba58da8208c75bab58426d27e
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Tip revision: 0ce44c4dd6ee462dc2de4341d5e3b86bc795c05a authored by Maarten Derickx on 20 December 2024, 13:16:45 UTC
Compute cuspidal class groups over the base field
Tip revision: 0ce44c4
d6m6n2.txt
derickx@babbage:~/mdmagma$ magma
Magma V2.21-11    Wed Aug 17 2016 17:48:14 on babbage  [Seed = 2507544641]

+-------------------------------------------------------------------+
|       This copy of Magma has been made available through a        |
|                   generous initiative of the                      |
|                                                                   |
|                         Simons Foundation                         |
|                                                                   |
| covering U.S. Colleges, Universities, Nonprofit Research entities,|
|               and their students, faculty, and staff              |
+-------------------------------------------------------------------+

Type ? for help.  Type <Ctrl>-D to quit.
> load "assorted_functions.m";
Loading "assorted_functions.m"
> load "gonality.m";
Loading "gonality.m"
> load "X_1_m_n.m";
Loading "X_1_m_n.m"
> 
> print "Proving that the GF(7) gonality of X_1(6,12) is greater than 3";
Proving that the GF(7) gonality of X_1(6,12) is greater than 3
> C := X_1_m_n(6,12,GF(7));
> time tf,g:=Gonality_lowerbound(C,4 : verbose := true);print tf,g;
Checking divisors of degree: 1
Checking divisors of degree: 2
Checking divisors of degree: 3
Time: 15.100
true 4
> %P;
load "assorted_functions.m";
load "gonality.m";
load "X_1_m_n.m";
print "Proving that the GF(7) gonality of X_1(6,12) is greater than 3";
C := X_1_m_n(6,12,GF(7));
time tf,g:=Gonality_lowerbound(C,4 : verbose := true);print tf,g;
> 

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