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Singular Cardinal Combinatorics and Inner Model Theory:
Participants and Abstracts
March 05 - 09, 2007
Program
- Arthur Apter, CUNY Graduate Center
- Andrés Caicedo, Cal Tech
- Franqui Cárdenas, National University of Columbia
- James Cummings, Carnegie Mellon University, Marginalia
to a theorem of Gitik and Shelah
- Natasha Dobrinen, University of Vienna
- Mirna Džamonja, University of East Anglia,
Trees whose height and
size is a singular cardinal
- Matt Foreman, UC Irvine, Classifying Ergodic Measure Preserving Transformations, and
(W, Th, F Tutorial) Generic Elementary Embeddings
- Sy David Friedman, University of Vienna, An easier proof of Woodin's
Theorem
- Moti Gitik, Tel Aviv University, Dropping Cofinalities
- Radek Honzik, University of Vienna
- Bernhard Irrgang, University of Bonn, Finite support iterations
along morasses
- Vladimir Kanovey, MCCME Moscow
- Menachem Kojman, Ben Gurion University of the Negev,
Extending Baire measure with pcf below a measurable continuum
- Bernhard König, University of Paris 7,
How to guarantee אω is not Jónsson
- John Krueger, UC Berkeley, Internally
Club and Approachable
- Paul Larson, Miami University of Ohio, Regular
embeddings of the stationary tower
- Jean Larson, University of Florida
- Arnold Miller, UW Madison
- William Mitchell, University of Florida
- Itay Neeman, UC Los Angeles, (Tu, W, Th tutorial)
Hierarchies of Forcing
Axioms II (pdf)
- Luis Pereira, University of Paris 7, The PCF
conjecture and approachable free sets
- Assaf Rinot, Tel Aviv University, Antichains
in partially ordered sets of singular cofinality
- Grigor Sargsyan, UC Berkeley
- Ernest Schimmerling, Carnegie Mellon University, Hierarchies of forcing
axioms I
- Farmer Schlutzenberg, UC Berkeley
- Masahiro Shioya, University of Tsukuba,
Kunen's saturated ideal
revisited
- Matteo Viale, University of Vienna
- Hugh Woodin, UC Berkeley, The Inner Model Problem for
One Supercompact Cardinal
- Yasuo Yoshinobo, Nagoya University, Japan
- Jindrich Zapletal, University of Florida
- Stuart Zoble, University of Toronto
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