Patch Notes
Magma V2.21-5 Patch Notes
Patch release for Magma V2.21-5. Updated areas: Algebraic Number Fields, Commutative Algebra, Dirichlet Characters, Elliptic Curves, Groups and 2 more.
Algebraic Number Fields¶
- An iterator has been provided to iterate through elements of quotients of orders of relative number fields by their ideals. Reported by M. Kirschmer.
- It is now possible to construct
Randomelements of quotients of orders of relative number fields by their ideals. - Compatibility has been improved for orders of number fields. This allows the comparison of orders having the same coefficient ring using
eq. Reported by M. Kirschmer.
Commutative Algebra¶
- A problem in comparison of module elements has been fixed. Reported by C. Quitte.
Dirichlet Characters¶
- A problem with assigning names to a Dirichlet group generators was fixed.
Elliptic Curves¶
- The
MinimalQuadraticTwistintrinsic when applied to a rational whose numerator has a prime-power divisor $p^e$ with $6|e$ and $p>3$ congruent to 3 mod 4 could return a curve with a different $j$-invariant. Reported by A. Sutherland.
Groups¶
- A bug in
Subgroupswhen usingIndexEqualset to an impossible index has been fixed. Reported by A. Sutherland. - A crash using the transversal map with groups of type GrpFPCox has been fixed. Reported by B. Howlett.
- If explicitly setting all of the conjugacy classes of a group, they are no longer re-ordered if they are already sorted. Previously, elements with the same order and length could be re-ordered in this case. Reported by S. Goldstein.
- A crash when computing preimages with a
BlocksActionmap has been fixed. Bug reported by Juergen Klueners.
Lattices¶
- Using the
Maxparameter withShortestVectorscould lead to incorrect caching of partial information, and give erroneous results for later enumerations. Reported by C. Doberstein.
Series Rings¶
- The
IsSquareintrinsic for series over the rationals whose constant coefficient (after removing the valuation) was not 1 could give wrong answers due toLog/Expnot working. The same problem can also occur withIsPowermore generally. Reported by M. Stoll. Roots, to a given precision, of polynomials over series rings over inexact rings have been disallowed.