Sharith.Arithmetic.XInt.mpz_gcd C# (CSharp) Method

XInt Class Documentation Show file Open project: PeterLuschny/Fast-Factorial-Functions

mpz_gcd() private method

private mpz_gcd ( MpzT &rop, MpzT &op1, MpzT &op2 ) : void
rop MpzT
op1 MpzT
op2 MpzT
return void 
        private static extern void mpz_gcd(ref MpzT rop, ref MpzT op1, ref MpzT op2);
XInt
Clone
CompareTo
Equals
Factorial
GetHashCode
GreatestCommonDivisor
IsEven
Pow
PowMod
PrimeSwingParallelFactorial
SchoenhageParallelFactorial
SizeInBase
Sqrt
ToString
XInt
_PrimeSwingParallelFactorial
_SchoenhageParallelFactorial
mpz_add
mpz_add_ui
mpz_clear
mpz_cmp
mpz_cmp_d
mpz_cmp_si
mpz_fac_ui
mpz_gcd
mpz_get_d
mpz_get_si
mpz_get_str
mpz_init
mpz_init_set_si
mpz_init_set_str
mpz_init_set_ui
mpz_invert
mpz_mod
mpz_mul
mpz_mul_2exp
mpz_mul_si
mpz_mul_ui
mpz_pow_ui
mpz_powm
mpz_set
mpz_set_si
mpz_set_str
mpz_sizeinbase
mpz_sqrt
mpz_sub
mpz_tdiv_q
mpz_ui_pow_ui
operator