Update AUTHORS and Contributors.

This commit is contained in:
William Hart 2015-08-22 19:34:59 +00:00
parent b24e133cc7
commit af30045c9b
2 changed files with 5 additions and 4 deletions

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@ -35,7 +35,7 @@ Jason Worth Martin Core 2 assembly support, merge of Moller's GCD patches,
Michael Abshoff Build system patches and failure reports, valgrinding,
build testing
Niels Moller GCD patches, nhgcd2.c, contributions to the schoolbook
and divide and conquer division code
and divide and conquer division code, jacobi symbols
Jason Moxham Dramatic speed improvements for K8, K10 and Core 2
assembler code and improvements to other x86_64 assembly
code. Refactoring CPU detection code. Numerous bug and
@ -54,7 +54,7 @@ Torbjorn Granlund revised FFT code, schoolbook and divide and conquer
Marco Bodrato mpz implementation of Toom 7, mpn implementation of
toom 8.5, contributed to Schoolbook division code
many improved number theoretical functions factorial,
multi-factorial, primorial, n-choose-k, jacobi symbols
multi-factorial, primorial, n-choose-k
Robert Gerbicz fast factorial code
Martin Boij Miscellaneous improvements to nextprime code
David Harvey middle product and dc_divappr_q code, divide and conquer

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@ -10215,7 +10215,8 @@ Michael Abshoff helped resolve some build issues on various platforms. He served
Mariah Lennox contributed patches to mpirbench and various build failure reports. She has also reported gcc bugs found during MPIR development.
Niels Moller wrote the fast ngcd code for computing integer GCD, the quadratic
Hensel division code and precomputed inverse code for Euclidean division.
Hensel division code and precomputed inverse code for Euclidean division, along
with fast jacobi symbols code.
He also made contributions to the Toom multiply code,
especially helper functions to simplify Toom evaluations.
@ -10243,7 +10244,7 @@ and found optimal Toom multiplication sequences.
Marco Bodrato wrote an mpz implementation of the Toom 7 code and wrote most of
the Toom 8.5 multiply and squaring code. He also helped write the divide and conquer Euclidean division code. He also contributed many improved number
theoretical functions including factorial, multi-factorial, primorial,
n-choose-k, jacobi symbols.
n-choose-k.
Robert Gerbicz contributed fast factorial code.