GitHub - AndyNovo/flint2: My development repo for work on FLINT (Fast Library for Number Theory)

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My development repo for work on FLINT (Fast Library for Number Theory)

www.flintlib.org

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Name		Name	Last commit message	Last commit date
Latest commit History 1,775 Commits
arith		arith
doc		doc
examples		examples
fmpq		fmpq
fmpq_mat		fmpq_mat
fmpq_poly		fmpq_poly
fmpz		fmpz
fmpz_factor		fmpz_factor
fmpz_mat		fmpz_mat
fmpz_mod_poly		fmpz_mod_poly
fmpz_poly		fmpz_poly
fmpz_poly_mat		fmpz_poly_mat
fmpz_poly_q		fmpz_poly_q
fmpz_vec		fmpz_vec
interfaces		interfaces
long_extras		long_extras
mpfr_mat		mpfr_mat
mpfr_vec		mpfr_vec
mpn_extras		mpn_extras
nmod_mat		nmod_mat
nmod_poly		nmod_poly
nmod_poly_mat		nmod_poly_mat
nmod_vec		nmod_vec
padic		padic
perm		perm
profile		profile
qsieve		qsieve
test		test
ulong_extras		ulong_extras
.gitattributes		.gitattributes
AUTHORS		AUTHORS
INSTALL		INSTALL
Makefile.in		Makefile.in
NEWS		NEWS
NTL-interface.h		NTL-interface.h
README		README
arith.h		arith.h
clz_tab.c		clz_tab.c
code_conventions.txt		code_conventions.txt
configure		configure
flint.h		flint.h
fmpq.h		fmpq.h
fmpq_mat.h		fmpq_mat.h
fmpq_poly.h		fmpq_poly.h
fmpz.h		fmpz.h
fmpz_factor.h		fmpz_factor.h
fmpz_mat.h		fmpz_mat.h
fmpz_mod_poly.h		fmpz_mod_poly.h
fmpz_poly.h		fmpz_poly.h
fmpz_poly_mat.h		fmpz_poly_mat.h
fmpz_poly_q.h		fmpz_poly_q.h
fmpz_vec.h		fmpz_vec.h
gpl-2.0.txt		gpl-2.0.txt
long_extras.h		long_extras.h
longlong.h		longlong.h
mpfr_mat.h		mpfr_mat.h
mpfr_poly.h		mpfr_poly.h
mpfr_vec.h		mpfr_vec.h
mpn_extras.h		mpn_extras.h
nmod_mat.h		nmod_mat.h
nmod_poly.h		nmod_poly.h
nmod_poly_mat.h		nmod_poly_mat.h
nmod_vec.h		nmod_vec.h
padic.h		padic.h
perm.h		perm.h
profiler.c		profiler.c
profiler.h		profiler.h
qsieve.h		qsieve.h
todo.txt		todo.txt
ulong_extras.h		ulong_extras.h
version.c		version.c

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FLINT 2
=======

FLINT (Fast Library for Number Theory) is a C library in support of computations
in number theory. It's also a research project into algorithms in number theory.

FLINT 2 is a complete rewrite of the FLINT library from scratch. It includes
much cleaner code and in many cases much faster algorithms and implementations.

At this stage FLINT consists mainly of fast integer and polynomial 
arithmetic and linear algebra. In the future it is planned that FLINT will 
contain algorithms for algebraic number theory and other number theoretic
functionality.

William Hart -- 16 Jan 2011.