As always, you can get the latest beta version from the "develop" git 
branch. Alternatively, the self-contained source tarball is at 
http://www.sagemath.org/download-latest.html 


f449b14ecae (origin/develop, tag: 10.0.beta4) Updated SageMath version to 
10.0.beta4
d6c38e59d84 gh-35060:  a bijectionist's toolkit
1aa23707177 gh-35079: Remove 'docker' from the names of the Docker images 
published on ghcr.io
2a7b4c9c682 gh-35076: Add ABCs CommutativePolynomial, 
MPolynomial_libsingular, InfinitePolynomial; deprecate is_Polynomial, 
is_MPolynomial
39b49122531 gh-35073: refactor(34773): combinatorial polyhedron: move list 
of pairs to dedicated class
6760c40028f gh-35070: Document sage installation method with pip
7db7c89b97b gh-35069: Conform to doc requirements so that the docs look 
more beautiful
d11cbc01ce6 gh-35067: Upgrade eclib to 20221012
646af1bff77 gh-35064: removing some unused imports
788415ecf39 gh-35063: Add notes about recent changes on KnotInfo
1d26fa3957b gh-35060:  a bijectionist's toolkit
b5f7acc0b61 gh-35059: Add Hadamard matrices up to order 1000
2b03a1aeda9 gh-35045: Convert result of multivariate polynomial evaluation 
into correct parent
f6da2bd500f gh-35043: fix the method monomials_of_degree
2cbf029a0a2 gh-35040: Document argument is_open in 
ManifoldSubset.complement and difference
ee3013bb9bc gh-35026: Drinfeld modules
1463bac73a0 gh-34988: Integer-valued polynomial ring
f7ea8c7f03f gh-34980: is_prime for ideals uses factorization, can be VERY 
slow
a6eda33ee38 gh-34979: deprecate constructing number-field fractional ideals 
via orders' .ideal() method
f526423d515 gh-34970: add is_supergreedy() to linear extensions
46a6105bc49 (tag: 10.0.beta3) Updated SageMath version to 10.0.beta3

-- 
You received this message because you are subscribed to the Google Groups 
"sage-release" group.
To unsubscribe from this group and stop receiving emails from it, send an email 
to sage-release+unsubscr...@googlegroups.com.
To view this discussion on the web visit 
https://groups.google.com/d/msgid/sage-release/1f269371-16e6-4357-b94a-8178080509aen%40googlegroups.com.

Reply via email to