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Die Absiaht dieses Buahe8 i8t es, die vepsahiedenaptigen Entsaheidungskonzepte unter einem einheitLiahen Gesiahtspunkt zu etabLiepen und die Entsaheidungstheopie sahLeahthin auf eine 8tpuktuptheopeti8ahe GpundLage zu steLLen. Die ZieLopientiepung von 80ziaLen, konomisahen, teahnisahen u.a. Systemen bedingt das PpobLem optimaLep Entsaheidung odep StpategiewahL. Dieses ppobLem ist siahep dann tpiviaL, wenn da8 System nup eine ReaLisiepungsm gLiahkeit besitzt. In aLLen "niahtentapteten" FtlLLen abep Ltlt 8iah das OptimiepungsppobLem sinnvoLL aLs PptlfepenzppobLem fopmuLiepen: Die Menge dep ReaLisiepungsm gLiahkeiten tptlgt eine Pptlfepenz stpuktup, d.i. eine ReLation, die aussagt, ob eine ReaLisiepung (bzw. die Ent8aheidung fp ) sahLeahtep, gLeiah gut odep bessep i8t aLs eine ReaLisiepung y (bzw. die Entsaheidung fp y). Dieses Konzept ist den akonomen geLtlufig untep dem Namen "Nutzentheopie". Zwap wupde in dep neokLassisahen Wiptsahafts theopie aussahLieLiah mit peeLLweptigen Nutzen und "WohLfahpts"Funktionen opepiept. Dep Sahweppunkt des Fopsahungsintepesses hat siah dopt abep seit den fnfzigep Jahpen (ARROW, FISHBURN eta.) vepLagept zugunsten von Pptlfepenztheopien, die "ppimitivep" und in bezug auf Infor mationen ansppuah8Losep sind. Da8 Rakgpat diesep Nutzen konzepte ist dep Theopie pptlgeopdnetep Mengen zugedaaht. ALs Mindeststpuktup fp OptimaLittltsau8sagen wipd eine Pptlopdnungsstpuktup (eine "bessep gLeiah gut" ReLation) auf dep Menge m gLiahep Entsa eidungen gefopdept. Diesep "pptlopdinaLe" Standpunkt ist 80 fundamentaL, da ep weit bep die konomisahe Theopie hinaus fpuahtbap epsaheint. Dieser Standpunkt wird im WesentLichen auch durch das ganze vorLiegende Buch hindurch eingenommen. Ein ZieL ist es deshaLb gewesen, die Theorie pr geordneter mathematischer Strukturen systematisch und von Grund auf darzusteLLen. Dies geschieht im TeiL I des Buches.
⚠️ WARNING (California Proposition 65):
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birth defects, or other reproductive harm.
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