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Searched refs:lcF (Results 1 – 9 of 9) sorted by relevance

/dports/math/singular/Singular-Release-4-2-1/factory/
H A DcfEzgcd.cc537 CanonicalForm F, G, f, g, d, Fb, Gb, Db, Fbt, Gbt, Dbt, B0, B, D0, lcF, lcG, in ezgcd() local
630 lcF = LC( F, x ); lcG = LC( G, x ); in ezgcd()
631 lcD = gcd( lcF, lcG ); in ezgcd()
779 lcDD[1] = lcF; in ezgcd()
910 CanonicalForm F, G, f, g, d, Fb, Gb, Db, Fbt, Gbt, Dbt, B0, B, D0, lcF, lcG, in EZGCD_P() local
1113 lcF = LC( F, x ); lcG = LC( G, x ); in EZGCD_P()
1114 lcD = gcd( lcF, lcG ); in EZGCD_P()
1360 lcDD[1] = lcF; in EZGCD_P()
/dports/math/giacxcas/giac-1.6.0/src/
H A Dezgcd.cc1409 polynome lcF(Tfirstcoeff(F)),lcG(Tfirstcoeff(G)); in ezgcd() local
1410 …double nop=double(lcF.coord.size())*double(F.coord.size())+double(lcG.coord.size())*double(G.coord… in ezgcd()
1483 gen lcFb(peval_back(lcF,b)); in ezgcd()
1488 polynome liftF(F*lcF); in ezgcd()
1490 if (hensel_lift(liftF,lcF,cofacteur,Db,b,cofacteur_F,D,!Tis_constant(lcF),maxop) ){ in ezgcd()
/dports/astro/gpstk/GPSTk-8.0.0/ref/usersguide/
H A Dxcolor.sty395 {\edef#2{#1}\expandafter\XC@c@lcF#2.0.:#2}
396 \def\XC@c@lcF#1.#2.#3:#4%
H A Dxcolor.dtx4531 {\edef#2{#1}\expandafter\XC@c@lcF#2.0.:#2}
4536 \def\XC@c@lcF#1.#2.#3:#4%
/dports/astro/gpstk/GPSTk-8.0.0/ref/usersguide/src/
H A Dxcolor.sty395 {\edef#2{#1}\expandafter\XC@c@lcF#2.0.:#2}
396 \def\XC@c@lcF#1.#2.#3:#4%
H A Dxcolor.dtx4531 {\edef#2{#1}\expandafter\XC@c@lcF#2.0.:#2}
4536 \def\XC@c@lcF#1.#2.#3:#4%
/dports/math/giacxcas/giac-1.6.0/doc/fr/
H A Dalgo.tex4303 \item On note $\mbox{lcF}$ et $\mbox{lcG}$ les coefficients dominants de $F$
4319 \item Lifter l'égalité $( F + j G ) ( \mbox{lcF} + j \mbox{lcG} ) ( 0 ) =
4320 \left( D_b \frac{( \mbox{lcF} + j \mbox{lcG} ) ( 0 )}{\mbox{lcoeff} ( D_{b
4328 Arguments: $F$ un polynôme, $\mbox{lcF}$=lcoeff$(F)$
4330 facteur de $F ( 0 )$ ayant comme coefficient dominant $\mbox{lcF} ( 0 )$ et
4333 Renvoie deux polynômes $P$ et $Q$ tels que $F \mbox{lcF} = P Q$ et $P ( 0 ) =
4334 P_0$ et $\mbox{lcoeff} ( P ) = \mbox{lcoeff} ( Q ) = \mbox{lcF}$.
4336 \item Soit $G = F \mbox{lcF}$, , $Q_0 = G ( 0 ) / P_0$, $P = P_0$, $Q =
/dports/devel/godot-tools/godot-demo-projects-8d9d58f112d8/3d/material_testers/backgrounds/
H A Dlobby.hdr11676 …,10n�ɣ)"<JwvmT^ha~cO46|������������������������������Ϻ���������I@HH#DG[<lcF�L=J]�Ζ�{�������os�v…
/dports/security/hashcat-legacy/hashcat-legacy-2.00/salts/
H A Dbrute-vbulletin.salt692304 lcF