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Iterated forcing

In the mathematical discipline of set theory, iterated forcing is a method for constructing models of set theory by repeating Cohen's forcing method a transfinite number of times. Iterated forcing was introduced by Solovay and Tennenbaum (1971) in their construction of a model of set theory with no Suslin tree. They also showed that iterated forcing can…

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Iterated forcing

Nodes28
Edges27
Triples11
Avg. degree1.93
Density0.071429
Components1

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Iterated forcing

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related to External links · 10
Iterated forcing → Appalachian Set Theory Workshop, CONTINUUM HYPOTHESIS, David, Eisworth, ITERATED FORCING AND THE, Justin Tatch, Milovich, Moore, PDF, Todd
is a · 1
Iterated forcing → method for constructing models of set theory by repeating Cohen's forcing method a transfinite number of times

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forcing iterated displaystyle omega forcings models set theory support countable thus preserve transfinite cardinal pα vpα often using theorem see

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SubjectPredicateObjectConfidenceSrc
Iterated forcingis amethod for constructing models of set theory by repeating Cohen's forcing method a transfinite number of times0.90text
Iterated forcingrelated to External linksEisworth0.60section
Iterated forcingrelated to External linksTodd0.60section
Iterated forcingrelated to External linksMoore0.60section
Iterated forcingrelated to External linksJustin Tatch0.60section
Iterated forcingrelated to External linksMilovich0.60section
Iterated forcingrelated to External linksDavid0.60section
Iterated forcingrelated to External linksITERATED FORCING AND THE0.60section
Iterated forcingrelated to External linksCONTINUUM HYPOTHESIS0.60section
Iterated forcingrelated to External linksPDF0.60section
Iterated forcingrelated to External linksAppalachian Set Theory Workshop0.60section

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