His thesis " Permanents, matchings and Latin rectangles " was supervised by Brendan McKay.
2.
The marriage theorem is used in the usual proofs of the fact that an ( r & times; n ) Latin rectangle can always be extended to an ( ( r + 1 ) & times; n ) Latin rectangle when r < n, and so, ultimately to a Latin square.
3.
The marriage theorem is used in the usual proofs of the fact that an ( r & times; n ) Latin rectangle can always be extended to an ( ( r + 1 ) & times; n ) Latin rectangle when r < n, and so, ultimately to a Latin square.
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