Re: gmp 6.2.0 documentation bug

2020-10-02 Thread Hans Åberg
> On 29 Sep 2020, at 19:17, Marco Bodrato wrote: > > Il 2020-09-29 16:09 TonyMcC ha scritto: >> I think there is a word (a function name?) missing from the >> documentation for gmp 6.2.0. In gmp.texi, at line 2541 it reads: >> "it's probably best to call to get a starting point and iterate

gmp 6.2.0 documentation bug

2020-09-29 Thread TonyMcC
Hi, I think there is a word (a function name?) missing from the documentation for gmp 6.2.0. In gmp.texi, at line 2541 it reads: "it's probably best to call to get a starting point and iterate from there." Should there be a function name after "call"? Best wishes, Tony

Re: gmp 6.2.0 documentation bug

2020-09-29 Thread Marco Bodrato
Ciao, Il 2020-09-29 16:09 TonyMcC ha scritto: I think there is a word (a function name?) missing from the documentation for gmp 6.2.0. In gmp.texi, at line 2541 it reads: "it's probably best to call to get a starting point and iterate from there." Should there be a function name after

Re: gmp 6.2.0 documentation bug

2020-09-29 Thread Paul Zimmermann
Hi Tony, > I think there is a word (a function name?) missing from the > documentation for gmp 6.2.0. In gmp.texi, at line 2541 it reads: > > "it's probably best to call to get a starting point and iterate from there." > > Should there be a function name after "call"? yes, I guess you

Re: note: documentation bug

2018-02-26 Thread Vincent Lefevre
Hi, On 2018-02-25 20:37:49 +0100, Stéphane Bosio wrote: > the following can be read: > >-- Function: void mpz_rrandomb (mpz_t ROP, gmp_randstate_t STATE, >   mp_bitcnt_t N) > Generate a random integer with long strings of zeros and ones in > the binary

note: documentation bug

2018-02-26 Thread Stéphane Bosio
Hello, I think there is an error in the following info section : * Random Number Functions::    Functions for generating random numbers. then *note Integer Random Numbers:: the following can be read: -- Function: void mpz_rrandomb (mpz_t ROP, gmp_randstate_t STATE,  

documentation bug

2017-06-06 Thread paul zimmermann
reported to me by Bob Baillie (through Sam Wagstaff): >Anyway, on page 111 of the manual (section 15.7.1, Prime Testing) >https://gmplib.org/gmp-man-6.1.2.pdf >where it describes the algorithm for “mpz_probab_prime_p”, it says, > >"For an odd input n, and with n = q*2^k + 1 where q is odd, this