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stet-anoc.ve/li- I Matematico→ formulareProblemieRisolverliinmanieraPoco EfficientetipoconAMPL8.R. HA2 Aspetti→- ⊥algoritmiperrisolvereproblemainmodoefficiente FoundationsOF0. R. •All'esameDovremoformulareilproblemaconlinearexpression, nonrobacomplicata • 0.19. → studioDimetodologieperlasoluzionediproblemidecisionali stePSOFANO.R-NDY-powtifu.nu i \ iMathModeltraloroindipendenti O 0 E-sis-3-ssipii.EE: ilmodellodeverappresentarecon sufficienteaccuratezzagliAspetticheciinteressano etralasciaregliAltri HOWtomodelanoptimizationprobk.noSEI ② ParametroDefinethevariables(DecisioniVariable)- orepresentthethingswewnnttodecide ④setthecs.us/-rain T s--oeqvAlitiesIineqvAlities ⑤ Dei-inetheob-sectivefonctioiovariables-ltric.us) • Theyrepresentdecisions •ProblemiA var. interesono+HarddiquelliAvar. continue 3tipipivariABili.iocontinue(c-R)• Discrete(eE) • logiche(e{0,1)) • Logicvariables-0CANBe0or 1 ⊥PossoscriverciEspressionilogiche 2WagstoNpr. discutevaluevar. ② ② trn-st-ormn.zion.de/lerAriAbili- ① ✗e-o ✗" =- ×, ✗' zo introduco0e 70 㱺 ✗=✗+- ×- ② o ✗+,✗- 70 T tq RITARDOanticipo hanlibera→spessoèutilesostituirlaconvar. ristrette9 insegno ES. It, >o setrenoinritorto |èunproblema |" " "" """""" {Soluzione [Finiscoi 70 e +70 Quantitàdi Anticipo Ritardo Dove: Its=TÈ- Tti ②Gnstm.in/s-(T ricns) •sicercasemprediavereaustraliani trasformazionedeicsnstrn.in/s- ④70 ①✗ZY > ✗= Yt✗s =D ✗- ✗seYistackVariable ②✗= y→ {✗74 ✗Ey tipicsmunidiconstraizsfh-rn-ilab.li/-gcsnstrai-→ trick:

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