Patch Notes
Magma V2.11-14 Patch Notes
Patch release for Magma V2.11-14. Updated areas: Elliptic Curves, Finite Fields, Groups, Lattices, Matrices and 2 more.
Elliptic Curves¶
- Some memory leaks and other bugs in elliptic curve point counting have been fixed.
Finite Fields¶
- The choice of field representation for $GF(2^k)$ for small $k$ has been improved.
Groups¶
- A bug with the
AutomorphismGroupof a lattice has been fixed. The group has the same generators, order and base, but the set up of the strong generators has been corrected. The bug was found as the group gave an incorrectFPGroupStrong. Note that there was no problem with the generators or order of the group computed. - A bug with the map returned by
PCGroupof a trivial matrix group has been fixed. Bug reported by Mark Stather. - A bug where the
IsConjugatefunction for subgroups ofGrpPCsometimes returned an incorrect conjugating element (along with a true result) has been fixed. The problem only applied to conjugation of subgroups, not elements. - A memory management problem that sometimes caused a crash when doing arithmetic in GPC-groups has been fixed. Bug reported by Mark Stather.
- The returned element from
TransversalElthas been made to be of typeGrpPermCoxElt, where before it could have been either that orGrpPermElt. Bug reported by Markus Grassl. - A bug with constructing commutators of elements of Lie groups has been fixed. Bug reported by Sergei Haller.
Lattices¶
- A bug in
IsIsometric(taking sequences of forms) has been fixed (reported by Gabi Nebe). - See Matrix Group item to do with
AutomorphismGroupof a lattice.
Matrices¶
- Bugs in
RankandEigenspacefor matrices over euclidean rings with zero divisors have been fixed (reported by Sergei Haller).
Polynomials¶
- A bug in
HenselLiftwhen lifting roots of degree 1 polynomials has been fixed. - A bug in
Factorizationfor polynomials over the integers has been fixed (reported by Scott Murray). - A bug in
ResultantandDiscriminantwhen the input contains non-trivial content has been fixed (reported by Michael Stoll).
Rings and Fields¶
- A problem involving quotients of algebraic numbers by integers has been fixed. While the division was correct, it could induce arbitraryly wrong results later on.
- Negation of elements of a differential ring has been fixed.