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Programming Assignment 3 - Recursive Calculation of the Determinant of a Matrix
Write a program that uses a recursive algorithm to compute the determinant of a maxtrix.  It should read a matrix, print it out, and compute and print the determinant.

New:   Redo assignment 2, but this time use linked lists to implement the array.              Implement the matrix as a "sparse matrix" where entries with a value of zero do not             take any space in memory.

Determinant = Σ (-1)i+j * a[i,j]*det(minor(a[i,j])    for any j. i The minor of matrix element x is the submatrix formed by deleting the row and column containing x.  For example,
a=
1  3  -1  6 4  5  -2  -3 2 -1   0   4 9  7  -9  1
minor(a[2,3]) =
1  3  6 2 -1  4 9  7  1
  For stopping cases, if “a” is a 1x1 matrix: a=[x], then det(a) = x.
a  b  If “a” is a 2x2 matrix: a=   c  d,    then  det(a) = ad-bc
The sample file input form is
4 4 0 0 -1 0 0 1 0 3 1 0 0 0 0 0 0 6
where the first line contains the dimensions (rows columns) of the matrix.

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