Gitik, Moti - School of Mathematical Sciences, Tel Aviv University

• BLOWING UP POWER OF A SINGULAR CARDINAL WIDER GAPS School of Mathematical Sciences
• PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
• On almost precipitous ideals. Asaf Ferber and Moti Gitik
• Pcf theory and Woodin cardinals Moti Gitik,a
• Dropping cofinalities-gap 3-single drop February 3, 2009
• Gap 3: Lectures March -May 2008 June 1, 2008
• Short Extenders Forcings I January 26, 2011
• A variant of Namba Forcing Moti Gitik
• Intermediate models of Prikry generic extensions Moti Gitik
• A remark on subforcings of the Prikry forcing We will show that every subforcing of the basic Prikry forcing is either trivial or
• On a question of Pereira Moti Gitik
• On partially wellfounded generic ultrapowers Moti Gitik and Menachem Magidor
• Some pathological examples of precipitous ideals Moti Gitik
• Simpler Short Extenders Forcing-Preserving Strong School of Mathematical Sciences
• Simpler Short Extenders Forcing -arbitrary gap (January version).
• POWER FUNCTION ON STATIONARY CLASSES MOTI GITIK AND CARMI MERIMOVICH
• No Bound for the First Fixed Point School of Mathematical Sciences
• On Gaps under GCH Type Assumptions School of Mathematical Sciences
• On Some Configurations Related to the Shelah Weak Moti Gitik1
• Dropping cofinalities and gaps School of Mathematical Sciences
• The Power Set Function Moti Gitik
• Arbitrary gap: Lectures June-August September 18, 2008
• A Simpler Short Extenders Forcing-gap 3 School of Mathematical Sciences
• APPROACHABILITY AT THE SECOND SUCCESSOR OF A SINGULAR CARDINAL
• A model with a precipitous ideal but without normal Moti Gitik
• Two Stationary Sets with Different Gaps of the Power Function
• THE FAILURE OF DIAMOND ON A REFLECTING STATIONARY SET
• ON NORMAL PRECIPITOUS IDEALS SCHOOL OF MATHEMATICAL SCIENCES
• Violating the Singular Cardinals Hypothesis Without Large Cardinals
• On the strength of no normal precipitous filter and Liad Tal
• Simpler Short Extenders Forcing -arbitrary gap. School of Mathematical Sciences
• On changing cofinality of partially ordered sets Moti Gitik
• I Prikry-type Forcings 3 by Moti Gitik
• A model with a measurable without normal measure Eilon Bilinsky and Moti Gitik
• ADDING MANY -SEQUENCES TO A SINGULAR CARDINAL MOTI GITIK AND SPENCER UNGER
• Extender based forcings, fresh sets and Aronszajn trees August 31, 2011
• Indestructible Strong Compactness but not Supercompactness
• Remarks on non-closure of the preparation forcing of [2] and an off-piste version of it.