A MODEL THEORETIC REFLECTION PRINCIPLE REVISITED (Forcing extensions and large cardinals)

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概要

• 論文の詳細を見る
• 2013-09-00

著者

• 塩谷 真弘

  筑波大学数学系

• 塩谷 真弘

  筑波大学大学院数理物質系

関連論文

• A NEW SATURATED FILTER (Axiomatic Set Theory and Set-theoretic Topology)
• SOME APPLICATIONS OF STATIONARY REFLECTION IN $\mathcal{P}_\kappa \lambda$
• NONREFLECTING STATIONARY SETS IN $\mathcal{P} _\kappa \lambda$ (Axiomatic Set Theory)
• Splitting $P_\kappa\lambda$ into maximally many stationary sets (Properties of Ideals on $P_\kappa\lambda$)
• Partition properties of subsets of $P_\kappa\lambda$ (Properties of Ideals on $P_\kappa\lambda$)
• Game theoretic properties of the club filter on $P_\kappa\lambda$ (Properties of Ideals on $P_\kappa\lambda$)
• Infinitary Jonsson functions and elementary embeddings(Mathematical Logic and Applications'92)
• WEAKLY NORMAL CLOSURES OF FILTERS ON $P_\kappa\lambda$(MATHEMATICAL LOGIC AND ITS APPLICATIONS)
• THE EASTON COLLAPSE AND A SATURATED FILTER (Interplay between large cardinals and small cardinals)
• A MODEL THEORETIC REFLECTION PRINCIPLE REVISITED (Forcing extensions and large cardinals)

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