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Searched refs:ZC_Q_mul (Results 1 – 7 of 7) sorted by relevance

/dports/math/pari/pari-2.13.3/src/basemath/
H A DZV.c538 if (!gequal1(d)) z = ZC_Q_mul(z, d); in QM_QC_mul()
690 ZC_Q_mul(GEN A, GEN z) in ZC_Q_mul() function
722 pari_APPLY_same(ZC_Q_mul(gel(x, i), z)); in ZM_Q_mul()
H A Dbase5.c999 if (cx) m = ZC_Q_mul(m, cx); in findmin()
1332 t = ZC_Q_mul(gel(x,1), t); in element_mulvecrow()
H A Dmodsym.c3179 return ZC_Q_mul(gel(x,1), bestappr(C,B)); in msfromell_scale()
3185 xp = ZC_Q_mul(xp, bestappr(Cp,B)); in msfromell_scale()
3186 xm = ZC_Q_mul(xm, bestappr(Cm,B)); in msfromell_scale()
H A Dellisog.c1593 if (c) { Ce = ZC_Q_mul(Ce,c); settyp(Ce,t_VEC); } in ellweilcurve()
/dports/math/pari/pari-2.13.3/
H A DCHANGES-2.10454 BA 115- [libpari] ZC_Q_mul, ZM_Q_mul, ZX_Q_mul, QM_mul, QM_det, QM_ker
/dports/math/pari/pari-2.13.3/src/headers/
H A Dparidecl.h1312 GEN ZC_Q_mul(GEN A, GEN z);
/dports/math/pari/pari-2.13.3/doc/
H A Dusersch5.tex8641 \fun{GEN}{ZC_Q_mul}{GEN x, GEN y} returns $x*y$, where $y$ is a rational number