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.dsy:it. : Powered by vBulletin version 2.3.1 .dsy:it. > Didattica > Corsi N - Z > Ricerca operativa > [compitino] secondo compitino
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monik
Samus Aran

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Originally posted by dicane
ho provato intanto a fare il rilassamento lagrangiano che credo venga:

max 15x1 + 18x2 + 16x3 + 15x4 - 18

3x1 + 9x2 + 4x3 + 4x4 <= 14


come si fa?

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24-01-2007 17:32
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XXXX
.consigliere.

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chiede anche i tagli di chvatal?!o l'analisi di sensitivita che nn l'ha messa nel primo compitino?

24-01-2007 17:37
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dicane
.illuminato.

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beh mi pare ci fosse l'analisi di sensitivita' nel primo... per quanto riguarda i tagli di chavtal non lo so (non c'ero quando li ha fatti)

24-01-2007 17:39
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XXXX
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manco io e nn li so fare...:-D

24-01-2007 17:40
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monik
Samus Aran

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Originally posted by monik
come si fa?


puoi spiegarmi come si fa il rilassamento lagrangiano :)

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24-01-2007 17:41
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dicane
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sapreste per caso quali sono le diferenze tra un problema branch & bound di min e uno di max? Il lower bound e l'upper bound si calcolano allo stesso modo?

24-01-2007 17:41
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monik
Samus Aran

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Originally posted by dicane
sapreste per caso quali sono le diferenze tra un problema branch & bound di min e uno di max? Il lower bound e l'upper bound si calcolano allo stesso modo?


penso che in un problema di min tendi a trovare il minore lower bound, mentre in quello di max quello maggiore!

ad esempio l'es 5 del 17/11/2004 e col min....ma io non riesco proprio a risolverlo!

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24-01-2007 17:44
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dicane
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Originally posted by monik
puoi spiegarmi come si fa il rilassamento lagrangiano :)




4x1+4x2+4x3+4x4 +
+ 4(3x1+4x2+2x3+x4 - 6) +
+ 1(6 - (x1+2x2-4x3-7x4))


prendi la funzione obiettivo e aggiungi lambda*(Ax-b) o lambda*(b-Ax)
a seconda dei casi.
Nel primo caso hai lambda*(Ax-b) perche' il vincolo e' di >= in un problema di max
nel secondo caso hai un vincolo <= e quindi e' lambda*(b-Ax)

24-01-2007 17:48
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dicane
.illuminato.

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Ma la regola di fermarsi quando si incontra un upper bound <= rispetto al lower bound attuale in un problema di max (ammesso che sia giusta :|) va applicata sempre o solo se lo dice esplicitamente il testo?

24-01-2007 17:52
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Archimonde
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non ce la faccio piuuuuuuuuuuuuuuuuuuuuuuuu

24-01-2007 17:52
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Archimonde
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in genere lo dice esplicitamente il testo.. cmq credo sia una regola di logica... o mi sbaglio?

24-01-2007 17:53
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dicane
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daidai ce la puoi fare :D posta un esercizio sul branch & bound (senza zaino) che ti facciamo santo :lode:

24-01-2007 17:54
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XXXX
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io so ch eogni nodo ha UB e LB allora il LB è l'arrotondamento per eccesso e UB per difetto
in un prob di min si prende il nodo foglia che ha Ub minore e di max quello maggiore...
no?!

24-01-2007 17:55
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XXXX
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l'ese 1 del 13/4/05?!?
:?:?:?
anche io sn fusaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa:shock:

24-01-2007 17:58
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Archimonde
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si...

24-01-2007 17:59
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