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Searched refs:linfnorm (Results 1 – 19 of 19) sorted by relevance

/dports/math/octave-forge-control/control-3.3.1/inst/@lti/
H A Dnorm.m57 [gain, varargout{1}] = linfnorm (sys, tol);
82 function [gain, wpeak] = linfnorm (sys, tol = 0.01) function
/dports/editors/neovim/neovim-0.6.1/runtime/syntax/
H A Dxmath.vim63 syn keyword xmathFunc analyze fmdemod linfnorm randsys
/dports/editors/vim/vim-8.2.3745/runtime/syntax/
H A Dxmath.vim63 syn keyword xmathFunc analyze fmdemod linfnorm randsys
/dports/math/giacxcas/giac-1.6.0/src/
H A Dvecteur.cc1613 giac_double tmp=linfnorm(*it); in linfnorm()
1667 giac_double Hinf=linfnorm(z1); in balance_krylov()
2260 gen norme=linfnorm(vi,context0); in proot()
3943 n=giacmax(n,linfnorm(A[i])); in linfnorm()
3973 int ainf=linfnorm(A), binf=linfnorm(Btran); in mmult_mod()
4355 gen ainf=linfnorm(a,context0),binf=linfnorm(btran,context0),resinf=n*ainf*binf; in mmult_int()
6411 gen linfa=linfnorm(a,contextptr); in mrref_int()
6433 gen ainf=linfnorm(a,context0); in mrref_int()
7246 lcm_deno=linfnorm(*it,contextptr); in mrref()
10013 gen binf=linfnorm(b,context0); in padic_linsolve_c()
[all …]
H A Dcsturm.cc213 …return csturm_realroots(S,R,listquo,coeffP,coeffR,a,b,-linfnorm(R,contextptr),t1,realroots,eps,con… in csturm_realroots()
215 …return csturm_realroots(S,R,listquo,coeffP,coeffR,a,b,t0,linfnorm(R,contextptr),realroots,eps,cont… in csturm_realroots()
H A Dmisc.cc2250 return linfnorm(g,contextptr); in _maxnorm()
2260 res=res+linfnorm(*it,contextptr); in l1norm()
2270 return linfnorm(g,contextptr); in _l1norm()
2290 return linfnorm(g,contextptr); in _linfnorm()
2294 return linfnorm(v,contextptr); in _linfnorm()
2298 return linfnorm(*g._VECTptr,contextptr); in _linfnorm()
2331 res=max(res,linfnorm(v[i],contextptr),contextptr); in _matrix_norm()
H A Dgen.h1138 gen linfnorm(const gen & a,const context * contextptr=context0);
H A Dcocoa.cc9762 gen linfnorm(const poly8<tdeg_t> & p,GIAC_CONTEXT){ in linfnorm() function
9773 gen linfnorm(const vectpoly8<tdeg_t> & v,GIAC_CONTEXT){ in linfnorm() function
9776 gen b=linfnorm(v[i],contextptr); in linfnorm()
9929 gen bres=linfnorm(res,context0); in checkf4buchberger()
9930 gen bf4buchberger=linfnorm(f4buchbergerv,context0); in checkf4buchberger()
10045 bi=linfnorm(coeffmatq[i],context0); in checkf4buchberger()
10145 gen bres=linfnorm(res,context0); in checkf4buchbergersplit()
10146 gen bf4buchberger=linfnorm(f4buchbergerv,context0); in checkf4buchbergersplit()
10261 bi=linfnorm(coeffmatq[i],context0); in checkf4buchbergersplit()
H A Dpoly.h1421 n=max(n,linfnorm(it->value)); in Tlistmax()
H A Dsubst.cc1456 if (is_greater(linfnorm(coeffs,contextptr),20,contextptr)) in ext_relation()
H A Dgiac.i379 gen linfnorm(const gen & a,const context * contextptr=context0);
H A Dgiacjs.i374 gen linfnorm(const gen & a,const context * contextptr=context0);
H A Dgen.cc4051 gen linfnorm(const gen & a,GIAC_CONTEXT){ // L^inf norm is |re|+|im| for a complex in linfnorm() function
4067 return linfnorm(a._FRACptr->num)/linfnorm(a._FRACptr->den); in linfnorm()
H A Dusual.cc811 for (double j=2;j<max_numexp && linfnorm(eee,contextptr)._DOUBLE_val>eps;++j){ in numeric_matrix_exp()
H A Dgiac_wrap.cxx4948 result = giac::linfnorm((giac::gen const &)*arg1,(giac::context const *)arg2); in Java_javagiac_giacJNI_linfnorm_1_1SWIG_10()
4967 result = giac::linfnorm((giac::gen const &)*arg1); in Java_javagiac_giacJNI_linfnorm_1_1SWIG_11()
/dports/math/giacxcas/giac-1.6.0/doc/fr/
H A Dxcasmenu179 Cmds/Algèbre linéaire/Matrice/linfnorm: norme triple l inf
H A Dcascmd_fr.tex21288 …t norm} ou {\tt specnorm}, {\tt linfnorm}}\index{matrix\_norm}\index{specnorm}\index{l1norm}\index…
21298 {\tt matrix\_norm(A,inf)} c'est aussi {\tt linfnorm(A)} ou {\tt rownorm(A)}.\\
21333 \begin{center}{\tt linfnorm(B)}\end{center}
/dports/math/giacxcas/giac-1.6.0/doc/
H A Daide_cas145 # linfnorm
153 linfnorm([[1,2,3],[3,-9,6],[4,5,6]])
161 -3 linfnorm
171 -3 linfnorm
/dports/math/giacxcas/giac-1.6.0/doc/en/
H A Dcascmd_en.tex18612 linfnorm}}\index{matrix\_norm}\index{l1norm}\index{l2norm}
18632 \texttt{matrix\_norm(A,inf)} is the same as \texttt{linfnorm(A)} and
18693 linfnorm(B)