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Semaphore Binaire

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Preview of Chapter 31
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Chapter 31 (threads-sema.pdf)

154 KBEN 20 pages
Edsger Dijkstra introduced the semaphore as a synchronization primitive that can be used as both locks and condition variables
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Preview of Timetable Coloring
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Timetable Coloring (bakery.pdf)

304 KBEN 3 pages
The existence of a-coloration in a graph is necessary and sufficient for solving the class-teacher timetable problem. This condition allows existing graph coloring algorithms to be applied. It was determined in July 1973 and revised in February 1974.
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