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lex_hensel_gsl, tolex_gsl, tolex_gsl_d

lex_hensel_gsl(plist,vlist1,order,vlist2,homo)
::Computation of an GSL form ideal basis
tolex_gsl(plist,vlist1,order,vlist2,homo)
tolex_gsl_d(plist,vlist1,order,vlist2,homo,procs)
:: Computation of an GSL form ideal basis stating from a Groebner basis
return
list
plist, vlist1, vlist2, procs
list
order
number, list or matrix
homo
flag
[103] K=katsura(5)$
[104] V=[u5,u4,u3,u2,u1,u0]$
[105] G0=gr(K,V,0)$
[106] GSL=tolex_gsl(G0,V,0,V)$ 
[107] GSL[0];
[u1,8635837421130477667200000000*u0^31-...]
[108] GSL[1];
[u2,10352277157007342793600000000*u0^31-...]
[109] GSL[5];
[u0,11771021876193064124640000000*u0^32-...,376672700038178051988480000000*u0^31-...]
References
section lex_hensel, lex_tl, tolex, tolex_d, tolex_tl, section Distributed computation


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