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/dports/math/pari/pari-2.13.3/src/test/in/
H A Dalghasse82 pr7 = idealprimedec(nf,7);
83 pr13 = idealprimedec(nf,13);
108 p3 = idealprimedec(nf,3)[1];
109 p5 = idealprimedec(nf,5)[1];
110 p7 = idealprimedec(nf,7)[1];
259 p3 = idealprimedec(nf,3)[1];
260 p5 = idealprimedec(nf,5)[1];
266 p3 = idealprimedec(nf,3)[1];
271 nf = nfinit(y); p2 = idealprimedec(nf,2)[1]; p3 = idealprimedec(nf,3)[1];
279 p31 = idealprimedec(nf,31)[1];
[all …]
H A Dbnfsunit25 bnf=bnfinit(x^2+23); S=bnfsunit(bnf,idealprimedec(bnf,2)[1..1]);
30 bnf=bnfinit(x^2-210); S=bnfsunit(bnf,idealprimedec(bnf,2)[1..1]);
38 S2=vecextract(idealprimedec(L,2), [3,2,1]);
39 S7=idealprimedec(L,7);
40 S13=vecextract(idealprimedec(L,13), [1,3,2]);
41 S5=idealprimedec(L,5);
49 US=bnfunits(bnf,idealprimedec(bnf,2)); u=US[1];
53 P=nfmodprinit(bnf,idealprimedec(bnf,2^32+15)[1]);
H A Dnfhilbert4 pr = idealprimedec(nf,1009)[1]; a = y^11*(y+1)*101; b = y^5*(y+3)*19;
7 pr = idealprimedec(nf,19)[1]; a = 19^11*(y+1)*101; b = 19^5*(y+3)*19;
11 nf=nfinit(y^2+1); pr=idealprimedec(nf,2)[1];
20 nfhilbert(nf,[3,0]~,[3,0]~,idealprimedec(nf,2)[1])
25 p = idealprimedec(K, 2)[1];
27 q = idealprimedec(K, 3)[2];
33 p = idealprimedec(K, 2)[1];
57 K=nfinit(y^2+5); P=idealprimedec(K,2)[1];
62 nfhilbert(K,2,-2, idealprimedec(K,2)[1])
H A Dnfislocalpower2 P=idealprimedec(K,2)[1];
6 P=idealprimedec(K,5)[1];
13 P=idealprimedec(K,p)[1];
18 N=nfinit(x^2-155);pr=idealprimedec(N,5)[1];
22 P=idealprimedec(K,3)[1];
H A Dmodpr22 P = nfmodprinit(K,idealprimedec(K,2)[1]); test(P);
23 P = nfmodprinit(K,idealprimedec(K,3)[1],t); test(P);
25 Perr = P = nfmodprinit(K,idealprimedec(K,3)[1]); test(P);
29 P = nfmodprinit(K,idealprimedec(K,2)[2],t); test(P);
32 P7=nfmodprinit(K,idealprimedec(K,7)[1]);
34 P = nfmodprinit(K,idealprimedec(K,2)[1]);
52 P=idealprimedec(K,2)[1];
H A Didealramgroups5 pr = idealprimedec(K,p)[1];
10 D=idealprimedec(K,29)[1];
15 P=idealprimedec(K,2)[1];
20 idealramgroups(N,G,idealprimedec(N,3)[1])
24 G=galoisinit(N); pr=idealprimedec(N,2)[1]; ram=idealramgroups(N,G,pr); #ram
H A Dbnr49 bnrclassno(bnf, idealprimedec(bnf,5)[1])
63 chareval(bnf,[1], idealprimedec(bnf,3)[1])
69 L=idealprimedec(bnf,3);
96 f = idealmul(F, idealprimedec(F,3)[1], 5);
110 P2 = idealprimedec(bnf,2)[1];
111 P3 = idealprimedec(bnf,3)[1];
128 bnrisprincipal(bnr,idealprimedec(bnr,13)[1],0)
131 bnrisprincipal(bnr,idealprimedec(bnr,13)[1],0)
141 P=idealprimedec(K,3)[1];
H A Dbnflog3 P2 = idealprimedec(K,2)[1]; bnflogef(K, P2)
4 P3 = idealprimedec(K,3)[1]; bnflogef(K, P3)
5 P5 = idealprimedec(K,5)[1]; bnflogef(K, P5)
11 bnflogef(K, idealprimedec(K,2)[1])
12 bnflogef(K, idealprimedec(K,3)[1])
13 bnflogef(K, idealprimedec(K,5)[1])
H A Dideal16 P = idealprimedec(Qi,2)[1];
34 P = idealprimedec(K,5);
55 idealdown(K, idealprimedec(K, 2)[1])
61 pr=idealprimedec(K,5)[1];
63 pr = idealprimedec(K,31)[2];
73 p = 67452192952521724999; pi = idealprimedec(nf,p)[1];
74 q = 762234946175168528650011228121; qi = idealprimedec(nf,q)[1];
145 idealprimedec(K,17,1)
148 idealprimedec(K,2)
168 J = idealpow(K,idealprimedec(K,3)[1],-2) / 5;
H A Dellnf12 ellinit(e, idealprimedec(K,2)[1])
13 ellinit(e, idealprimedec(K,5)[1])
17 P = idealprimedec(K,17)[1]; elllocalred(e,P)
20 P17 = idealprimedec(nf4,17)[1];
21 P13 = idealprimedec(nf4,13)[1];
22 P5 = idealprimedec(nf4,5)[1];
39 P2 = idealprimedec(K,2)[1]; [ellap(E,P2), ellgroup(E,P2)]
40 P3 = idealprimedec(K,3)[1]; [ellap(E,P3), ellgroup(E,P3)]
41 P5 = idealprimedec(K,5)[1]; [ellap(E,P5), ellgroup(E,P5)]
45 P=idealprimedec(K,209844281664738991);
[all …]
H A Dquadray27 P5=idealprimedec(K,5)[1];
31 P2=idealprimedec(K,2)[1];
32 P5=idealprimedec(K,5)[1];
H A Dnfields40 bnrisprincipal(bnr,idealprimedec(bnf,7)[1])
44 vp=idealprimedec(nf,3)[1]
47 idy=idealdiv(nf,5,idealprimedec(nf,5)[1])
69 idealprimedec(nf,2)
70 idealprimedec(nf,3)
71 idealprimedec(nf,11)
H A Drnf15 rnfpseudobasis(nf,[T, [idealprimedec(nf,2)[1], 1009]])
19 rnfpseudobasis(nf,[T, [idealprimedec(nf,2)[1], 1009]])
72 idx=idealprimedec(K,3)[1];
131 P3 = idealprimedec(K,3);
137 k=nfinit(y^3-y^2+1); rnfidealprimedec(rnfinit(k,x),idealprimedec(k,89)[1])
154 V=concat(v, [[;], [], 0, [[;],[]], idealprimedec(K,2)[1], idK, idL, Labs.zk*idL, id]);
194 P=idealprimedec(nf,3)[1];
198 pr3 = idealprimedec(nf,3)[1];
199 pr2 = idealprimedec(nf,2)[1];
H A Dalgebras146 p3 = idealprimedec(nf,3)[1];
147 p5 = idealprimedec(nf,5)[1];
148 p7 = idealprimedec(nf,7)[1];
183 p2 = idealprimedec(nf,2)[1];
184 p3 = idealprimedec(nf,3)[1];
185 p5 = idealprimedec(nf,5)[1];
193 p2 = idealprimedec(nf,2)[1];
194 p3 = idealprimedec(nf,3)[1];
195 p5 = idealprimedec(nf,5)[1];
1204 p = idealprimedec(nf,7)[1];
[all …]
/dports/math/pari/pari-2.13.3/src/functions/number_fields/
H A Didealprimedec1 Function: idealprimedec
6 (gen, gen):vec idealprimedec($1, $2)
8 Help: idealprimedec(nf,p,{f=0}): prime ideal decomposition of the prime number
36 ? P = idealprimedec(K, 5);
48 ? #idealprimedec(K, 5, 1) \\ restrict to f = 1
H A Didealval5 Help: idealval(nf,x,pr): valuation at pr given in idealprimedec format of the
8 number field $\var{nf}$, where \var{pr} is in \kbd{idealprimedec} format.
H A Didealprincipalunits7 Doc: given a prime ideal in \tet{idealprimedec} format,
14 ? P = idealprimedec(K,2)[1];
/dports/math/p5-Math-Pari/pari-2.3.5/src/functions/number_fields/
H A Didealprimedec1 Function: idealprimedec
5 Help: idealprimedec(nf,p): prime ideal decomposition of the prime number p
/dports/math/pari/pari-2.13.3/src/functions/algebras/
H A Dalgaut11 ? p = idealprimedec(nf,7)[1];
12 ? p2 = idealprimedec(nf,11)[1];
H A Dalgb11 ? p = idealprimedec(nf,7)[1];
12 ? p2 = idealprimedec(nf,11)[1];
H A Dalghasse17 ? alghasse(A, idealprimedec(nf,2)[1])
19 ? alghasse(A, idealprimedec(nf,5)[1])
/dports/math/p5-Math-Pari/Math-Pari-2.01080900/patches/
H A Ddiff_2.1.4_interface7 -{"idealprimedec",29,(void*)primedec,6,"GG"},
8 +{"idealprimedec",2,(void*)primedec,6,"GG"},
H A Ddiff_2.1.3_interface7 -{"idealprimedec",29,(void*)primedec,6,"GG"},
8 +{"idealprimedec",2,(void*)primedec,6,"GG"},
H A Ddiff_2.2.2_interface25 -{"idealprimedec",29,(void*)primedec,6,"GG"},
26 +{"idealprimedec",2,(void*)primedec,6,"GG"},
/dports/math/p5-Math-Pari/pari-2.3.5/src/test/in/
H A Dnfields64 bnrisprincipal(bnr,idealprimedec(bnf,7)[1])
68 vp=idealprimedec(nf,3)[1]
98 idealprimedec(nf,2)
99 idealprimedec(nf,3)
100 idealprimedec(nf,11)

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