Axiomatic Set Theory.
Baumgartner, James E.
Axiomatic Set Theory. - 1st ed. - 1 online resource (271 pages) - Contemporary Mathematics ; v.31 . - Contemporary Mathematics .
Intro -- Table of Contents -- Preface -- Russell's earliest reactions to Cantorian set theory, 1896-1900 -- Sets of ordinals constructible from trees and the third Victoria Delfino problem -- Existence of bases implies the axiom of choice -- Small extensions of models of set theory -- The pin-up conjecture -- Generic reals close to o# -- Families of almost disjoint functions -- Homomorphism axioms and lynxes -- Infinitary logic and o# -- An extravagant partition relation for a model of arithmetic -- Stationary subsets of inaccessible cardinals -- Rational perfect set forcing -- Indiscernibles, skies, and ideals -- On cardinal invariants of the continuum -- A note on the proper forcing axiom -- Souslin trees constructed from Morasses -- PKλ combinatorics I: Stationary coding sets rationalize the club filter.
9780821876169
Axiomatic set theory -- Congresses.
Electronic books.
QA248 -- .A95 1984eb
511.3/22
Axiomatic Set Theory. - 1st ed. - 1 online resource (271 pages) - Contemporary Mathematics ; v.31 . - Contemporary Mathematics .
Intro -- Table of Contents -- Preface -- Russell's earliest reactions to Cantorian set theory, 1896-1900 -- Sets of ordinals constructible from trees and the third Victoria Delfino problem -- Existence of bases implies the axiom of choice -- Small extensions of models of set theory -- The pin-up conjecture -- Generic reals close to o# -- Families of almost disjoint functions -- Homomorphism axioms and lynxes -- Infinitary logic and o# -- An extravagant partition relation for a model of arithmetic -- Stationary subsets of inaccessible cardinals -- Rational perfect set forcing -- Indiscernibles, skies, and ideals -- On cardinal invariants of the continuum -- A note on the proper forcing axiom -- Souslin trees constructed from Morasses -- PKλ combinatorics I: Stationary coding sets rationalize the club filter.
9780821876169
Axiomatic set theory -- Congresses.
Electronic books.
QA248 -- .A95 1984eb
511.3/22