| ### 4.7.4 intmat operations `+` addition with intmat or int; the int is converted into a diagonal intmat `-` negation or subtraction with intmat or int; the int is converted into a diagonal intmat `*` multiplication with intmat, intvec, or int; the int is converted into a diagonal intmat `div,/` division of entries in the integers (omitting the remainder) `%, mod` entries modulo int (remainder of the division) `<>`, `==` comparators intmat_expression `[` intvec_expression`,` intvec_expression `]` is an intmat entry, where the first index indicates the row and the second the column Example:
      intmat m[2][4] = 1,0,2,4,0,1,-1,0,3,2,1,-2;
      m;
    ==> 1,0,2,4,
    ==> 0,1,-1,0
      m[2,3];          // entry at row 2, col 3
    ==> -1
      size(m);         // number of entries
    ==> 8
      intvec v = 1,0,-1,2;
      m * v;
    ==> 7,1
      typeof(_);
    ==> intvec
      intmat m1[4][3] = 0,1,2,3,v,1;
      intmat m2 = m * m1;
      m2;             //  2 x 3 intmat
    ==> -2,5,4,
    ==> 4,-1,-1
      m2*10;           // multiply each entry of m with 10;
    ==> -20,50,40,
    ==> 40,-10,-10
      -m2;
    ==> 2,-5,-4,
    ==> -4,1,1
      m2 % 2;
    ==> 0,1,0,
    ==> 0,1,1
      m2 div 2;
    ==> -1,2,2,
    ==> 2,-1,-1
      m2[2,1];          // entry at row 2, col 1
    ==> 4
      m1[2..3,2..3];   // submatrix
    ==> 1 0 2 1
      m2[nrows(m2),ncols(m2)];      // the last entry of intmat m2
    ==> -1

User manual for Singular version 4.3.2, 2023, generated by texi2html.