Matrix Reduction Using the Hungarian Method
For The Generation of School Timetables

The application of Kuhn's Hungarian Method
to the problem of matrix reduction as needed in 
Gotlieb's method for timetable generation is described.
 The method is suited to both hand and computer 
calculation.  Devices to improve the efficiency
of the basic algorithm are discussed.

CACM May, 1966

Lions, J.

CA660508 JB March 3, 1978  9:52 AM

1429	5	1429
1429	5	1429
1429	5	1429
2619	5	1429
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2787	5	1429
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1116	6	1429
1419	6	1429
1429	6	1429
1429	6	1429
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