The following pages link to Yair Hayut (Q283094):
Displaying 50 items.
- Restrictions on forcings that change cofinalities (Q283096) (← links)
- Square and delta reflection (Q287476) (← links)
- Magidor-Malitz reflection (Q527330) (← links)
- Club isomorphisms on higher Aronszajn trees (Q720758) (← links)
- Lower consistency bounds for mutual stationarity with divergent uncountable cofinalities (Q1618105) (← links)
- Strong sequences and partition relations (Q1698739) (← links)
- Magidor cardinals (Q1743691) (← links)
- On the verge of inconsistency: Magidor cardinals and Magidor filters (Q2014280) (← links)
- Martin's maximum\(^{++}\) implies Woodin's axiom \((*)\) (Q2028503) (← links)
- Global Chang's conjecture and singular cardinals (Q2040966) (← links)
- Non-stationary support iterations of Prikry forcings and restrictions of ultrapower embeddings to the ground model (Q2084953) (← links)
- Forcing axioms and the Galvin number (Q2151157) (← links)
- Reflection and not SCH with overlapping extenders (Q2155489) (← links)
- Critical cardinals (Q2182034) (← links)
- Partition properties for simply definable colourings (Q2182050) (← links)
- A model with Suslin trees but no minimal uncountable linear orders other than \(\omega_1\) and \(- \omega_1\) (Q2327970) (← links)
- Perfect subtree property for weakly compact cardinals (Q2698447) (← links)
- Subtlety and partition relations (Q2793908) (← links)
- ON FOREMAN’S MAXIMALITY PRINCIPLE (Q2976335) (← links)
- On the consistency of local and global versions of Chang’s Conjecture (Q3130789) (← links)
- Dowker filters and Magidor forcing (Q3298176) (← links)
- The ineffable tree property and failure of the singular cardinals hypothesis (Q3298985) (← links)
- The tree property on a countable segment of successors of singular cardinals (Q4596114) (← links)
- Simultaneous stationary reflection and square sequences (Q4596666) (← links)
- IDENTITY CRISIS BETWEEN SUPERCOMPACTNESS AND VǑPENKA’S PRINCIPLE (Q5082058) (← links)
- SUBCOMPACT CARDINALS, TYPE OMISSION, AND LADDER SYSTEMS (Q5100051) (← links)
- The strong tree property and weak square (Q5108097) (← links)
- The first omitting cardinal for Magidority (Q5108848) (← links)
- A note on the normal filters extension property (Q5111522) (← links)
- The special Aronszajn tree property (Q5114809) (← links)
- Erratum for “On the consistency of local and global versions of Chang’s Conjecture” (Q5141768) (← links)
- THE TREE PROPERTY AT THE TWO IMMEDIATE SUCCESSORS OF A SINGULAR CARDINAL (Q5159490) (← links)
- Spectra of uniformity (Q5206479) (← links)
- DESTRUCTIBILITY OF THE TREE PROPERTY AT ${\aleph _{\omega + 1}}$ (Q5222525) (← links)
- Partial strong compactness and squares (Q5226509) (← links)
- Weak prediction principles (Q5376612) (← links)
- STATIONARY REFLECTION (Q5855758) (← links)
- On -Strongly Measurable Cardinals (Q5887139) (← links)
- Mutually embeddable models of ZFC (Q6073903) (← links)
- STATIONARY REFLECTION AND THE FAILURE OF THE SCH (Q6123577) (← links)
- Complete \({\boldsymbol{SE(3)}}\) Invariants for a Comeagre Set of \({\boldsymbol{C^3}}\) Compact Orientable Surfaces in \(\mathbb{R}^{\boldsymbol{3}}\) (Q6161558) (← links)
- On the consistency of local and global versions of Chang's Conjecture (Q6275645) (← links)
- Martin's maximum and the non-stationary ideal (Q6290554) (← links)
- Identity crises between supercompactness and Vopenka's Principle (Q6319571) (← links)
- Perfect Subtree Property for Weakly Compact Cardinals (Q6327007) (← links)
- On $\omega$-Strongly Measurable Cardinals (Q6328969) (← links)
- Subcompact cardinals, type omission and ladder systems (Q6336173) (← links)
- Sealed Kurepa Trees (Q6515707) (← links)
- The first measurable can be the first inaccessible cardinal (Q6516256) (← links)
- The variety of projections of a tree Prikry forcing (Q6649856) (← links)
