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courses:a4b35ko:ukol2 [2013/03/06 11:12] roziana |
courses:a4b35ko:ukol2 [2025/01/03 18:28] (aktuální) |
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| Řádek 1: | Řádek 1: | ||
| ====== Úkol 2 ====== | ====== Úkol 2 ====== | ||
| ===== 2012/2013 ===== | ===== 2012/2013 ===== | ||
| + | **Zadání**: | ||
| + | A homework assignment: Consider the same vector of the personnel demand b as in | ||
| + | the seminar assignment. Use the function ilinprog (see the example in Sec. 3.1) from | ||
| + | the TORSCHE toolbox. The matrix A must be generated by the code. Firstly, solve the | ||
| + | problem described by the ILP model Eq. 1. Secondly, modify the ILP model of the problem | ||
| + | with respect to the Sec. 3. Show both solutions, i.e. display the number of shifts (yellow | ||
| + | colour) together with the personnel demand b (green colour) similarly like at the top of | ||
| + | Fig. 1 and 2, where one of the optimal solutions for each ILP model are depicted. A Matlab | ||
| + | standard function bar with the default colouring of the bars can be used to show these | ||
| + | figures. | ||
| Řádek 9: | Řádek 19: | ||
| + | |||
| + | |||
| + | ===== 2010/2011, 2011/2012 ===== | ||
| Pokud si chcte overit sve reseni, tak tuto hru (pole 3x3 - 8x8) naleznete treba tu: [[http://thinks.com/java/fiver/fiver.htm]] | Pokud si chcte overit sve reseni, tak tuto hru (pole 3x3 - 8x8) naleznete treba tu: [[http://thinks.com/java/fiver/fiver.htm]] | ||
