Lines Matching refs:avf

35155        c) Calculate the associate value function avf(Q) = xqm + 2ceil(f / 2)
35236 1709   // 1. implicitsigA = (de,A + avf(Qe,A)ds,A ) mod n.
35237 1710   // 2. P = h(implicitsigA)(Qe,B + avf(Qe,B)Qs,B).
35269 1737   // 1. implicitsigA = (de,A + avf(Qe,A)ds,A ) mod n.
35270 1738   // tA := (ds,A + de,A avf(Xe,A)) mod n (3)
35271 1739   // Compute 'tA' = ('deA' + 'dsA' avf('XeA')) mod n
35272 1740       // Ta = avf(XeA);
35275 1743       if(// do Ta = ds,A * Ta mod n = dsA * avf(XeA) mod n
35278 1746           // now Ta = deA + Ta mod n = deA + dsA * avf(XeA) mod n
35283 1751   // 2. P = h(implicitsigA)(Qe,B + avf(Qe,B)Qs,B).
35294 1762       // 'outZ' = (tA)(Qe,B + avf(Qe,B)Qs,B).
35296 1764       // first, compute XeB = avf(XeB)
35335 …form the avf() in the international standards because it returns a value that is half the size of …
35336 …returned by the standard avf. For example, if n is 15, Ws (w in the standard) is 2 but the W here …
35350 1803   // This is just like the avf for MQV where x' = 2^w + (x mod 2^w)
35358        tA = (dsA + deA avf(Xe,A)) mod n Then, compute the Z value from outZ = (h tA mod n) (QsA +
35359 …[avf(QeB().x)](QeB())). The function will compute the ephemeral public key from the ephemeral priv…
35439 1874   // tA := (ds,A + de,A avf(Xe,A)) mod n (3)
35440 1875   // Compute 'tA' = ('dsA' + 'deA' avf('XeA')) mod n
35441 1876       // Ta = avf(XeA);
35444 1879       if(// do Ta = de,A * Ta mod n = deA * avf(XeA) mod n
35447 1882           // now Ta = dsA + Ta mod n = dsA + deA * avf(XeA) mod n
35452 1887   // outZ ? [h tA mod n] (Qs,B + [avf(Xe,B)](Qe,B)) (4)
35468 1898       // 'outZ' = ['tA'](QsB + [avf(QeB.x)](QeB)).
35470 1900       // first, compute XeB = avf(XeB)