manYPoints – Table of Curves with Many Points
Entry details for q =
2
2
= 4
, g =
23
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Lower bound
N
min
= 45
Submitted by
Gerrit Oomens
Date
01-01-1900
Reference
Roland Auer
Curves over finite fields with many rational points obtained by ray class fields extensions
pp. 127–134 in: Algorithmic Number Theory (Leiden, 2000), W. Bosma (ed.), Lecture Notes in Computer Science 1838, Springer-Verlag, Berlin, 2000
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Methods from general class field theory
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Upper bound
N
max
= 50
Later entry
Submitted by
Gerrit Oomens
Date
01-01-1900
Reference
Roland Auer
Curves over finite fields with many rational points obtained by ray class fields extensions
pp. 127–134 in: Algorithmic Number Theory (Leiden, 2000), W. Bosma (ed.), Lecture Notes in Computer Science 1838, Springer-Verlag, Berlin, 2000
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None
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No comments have been made.