zmodpow.3 (874B)
1 .TH ZMODPOW 3 libzahl 2 .SH NAME 3 zmodpow - Calculate a modular power of a big integer 4 .SH SYNOPSIS 5 .nf 6 #include <zahl.h> 7 8 void zmodpow(z_t \fIpower\fP, z_t \fIbase\fP, z_t \fIexponent\fP, z_t \fImodulator\fP); 9 .fi 10 .SH DESCRIPTION 11 .B zmodpow 12 calculates the 13 .IR exponent :th 14 power of a 15 .IR base , 16 modulus a 17 .IR modulator , 18 and stores the result in 19 .IR power . 20 That is, 21 .I power 22 gets 23 .RI ( base 24 ↑ 25 .IR exponent ) 26 Mod 27 .IR modulator . 28 .P 29 It is safe to call 30 .B zmodpow 31 with non-unique parameters. 32 .P 33 See 34 .BR zmod (3) 35 for details on modulation. 36 .SH RATIONALE 37 It is possible to calculate the modular power 38 with a faster algorithm than calculating the 39 power and than the modulus of that power. 40 .SH SEE ALSO 41 .BR zmodpowu (3), 42 .BR zmodsqr (3), 43 .BR zmodmul (3), 44 .BR zsqr (3), 45 .BR zstr (3), 46 .BR zadd (3), 47 .BR zsub (3), 48 .BR zmul (3), 49 .BR zdiv (3), 50 .BR zmod (3), 51 .BR zneg (3), 52 .BR zabs (3)