Singular Manual: difformToString

| #### D.15.12.11 difformToString Procedure from library `difform.lib` (see difform_lib). Usage: difformToString(df,#); df difform,# list Return: df as a string, sorted by a given ordering on the generators (standard: the ordering chosen for the differential algebra) Remarks: The differential form is decomposed via difformCoef, the coefficient list is sorted and then the string is built as concatenation of coefficients and generators Note: to get a string, respecting a certain monomial ordering on the generators, use: - #[1] = 'gen' - #[2]: a monomial ordering as string - #[3]: an optional weight vector Example:
    LIB "difform.lib";
    ring R = 0,(x,y,z,a,b),ds;
    diffAlgebra();
    ==> // The differential algebra Omega_R was constructed and the differential \
       forms dDx, dDy, dDz, dDa, dDb, dx, dy, dz, da, db are available.
    difform df = 3*x*dx -2*db + 24*a*dy - y*dx*dy*db + 12*dx*dy*dz - dz*dy*da*db + 3 + 12*x*dx - 1/77*da*dx;
    //////////////////////////////////////////////////////////////////////////////////
    // String sorted with respect to the monomial order on the differential algebra //
    //////////////////////////////////////////////////////////////////////////////////
    string df_str = difformToString(df);
    print(df_str);
    ==> dy*dz*da*db+12*dx*dy*dz+(-y)*dx*dy*db+1/77*dx*da+15x*dx+24a*dy+(-2)*db+3
    /////////////////////////////////////////////////////////
    // String sorted with respect to the weighted order wp //
    /////////////////////////////////////////////////////////
    df_str = difformToString(df,"gen","wp",intvec(-1,-1,-1,1,1));
    print(df_str);
    ==> (-2)*db+dy*dz*da*db+1/77*dx*da+3+(-y)*dx*dy*db+15x*dx+24a*dy+12*dx*dy*dz
    kill Omega_R,df,df_str,dx,dy,dz,da,db;
See also: difformGenToString; difformPrint.

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