LIB "classify.lib";
internalfunctions();
→    Internal functions for the classification using Arnold's method,
→    the function numbers correspond to numbers in Arnold's classifier:
→ Klassifiziere(poly f);      //determine the type of the singularity f
→   Funktion1bis (poly f, list cstn)
→   Funktion3 (poly f, list cstn)
→   Funktion6 (poly f, list cstn)
→   Funktion13 (poly f, list cstn)
→   Funktion17 (poly f, list cstn)
→   Funktion25 (poly f, list cstn)
→   Funktion40 (poly f, list cstn, int k)
→   Funktion47 (poly f, list cstn)
→   Funktion50 (poly f, list cstn)
→   Funktion58 (poly fin, list cstn)
→   Funktion59 (poly f, list cstn)
→   Funktion66 (poly f, list cstn)
→   Funktion82 (poly f, list cstn)
→   Funktion83 (poly f, list cstn)
→   Funktion91 (poly f, list cstn, int k)
→   Funktion92 (poly f, list cstn, int k)
→   Funktion93 (poly f, list cstn, int k)
→   Funktion94 (poly f, list cstn, int k)
→   Funktion95 (poly f, list cstn, int k)
→   Funktion96 (poly f, list cstn, int k)
→   Funktion97 (poly f, list cstn)
→   Isomorphie_s82_x (poly f, poly fk, int k)
→   Isomorphie_s82_z (poly f, poly fk, int k)
→   Isomorphie_s17 (poly f, poly fk, int k, int ct)
→   printresult (string f,string typ,int Mu,int m,int corank,int K)
→   
→    Internal functions for the classifcation by invariants:
→   Cubic (poly f)
→   parity (int e)             //return the parity of e
→   HKclass (intvec i)
→   HKclass3( intvec i, string SG_Typ, int cnt)
→   HKclass3_teil_1 (intvec i, string SG_Typ, int cnt)
→   HKclass5 (intvec i, string SG_Typ, int cnt)
→   HKclass5_teil_1 (intvec i, string SG_Typ, int cnt)
→   HKclass5_teil_2 (intvec i, string SG_Typ, int cnt)
→   HKclass7 (intvec i, string SG_Typ, int cnt)
→   HKclass7_teil_1 (intvec i, string SG_Typ, int cnt)
→   
→    Internal functions for the Morse-splitting lemma:
→   Morse(poly fi, int K, int corank)  //splitting lemma itself
→   Coeffs (list #)
→   Coeff
→   
→    Internal functions providing tools:
→   ReOrder(poly f)
→   Singularitaet(string typ,int k,int r,int s,poly a,poly b,poly c,poly d)
→   RandomPolyK
→   Faktorisiere(poly f, poly g, int p, int k)   compute g = (ax+by^k)^p
→   Teile(poly f, poly g);             //divides f by g
→   GetRf(poly f, int n);
→   Show(poly f);
→   checkring();
→   DecodeNormalFormString(string s);
→   Setring(int n, string ringname);
→