- Convergence and submeasures in Boolean algebras
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- Measures on Boolean algebras
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- Algebraic characterizations of measure algebras
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- (with B. Balcar) Contributions to the theory of weakly distributive complete Boolean algebras
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- (with B. Balcar) Weak distributivity, a problem of von Neumann and the mystery of measurability
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- (with B. Balcar and T. Pazak) Complete ccc Boolean
algebras, the order sequential topology, and a problem of
von Neumann
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- (with Q. Feng and J. Zapletal) On the structure of
stationary sets
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- (with Saharon Shelah) Simple complete Boolean algebras
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- Some results on combinators in the system TRC
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- (with S. Shelah)On reflection of stationary sets in
P_kappa lambda
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- Stationary sets
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- (with B. Balcar and W. Glowczynski)The sequential
topology on complete Boolean algebras
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- (with B. Balcar and J. Zapletal) Semi-Cohen Boolean
algebras
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- (with Q. Feng) Projective stationary sets and strong
reflection principles
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- (with R. Dougherty) Finite left-distributive algebras
and embedding algebras
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- Large ordinals
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- (with R. Dougherty) Left-distributive embedding
algebras
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- (with Saharon Shelah) On countably closed complete
Boolean algebras
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- (with Saharon Shelah) A complete Boolean algebra that
has no proper atomless complete subalgebra
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- (with Saharon Shelah) Possible pcf algebras
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- Singular cardinals and the pcf theory
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- OTTER experiments in a system of combinatory logic
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- (with J. Witzany) Full reflection at a measurable
cardinal
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- On Goedel's Second Incompleteness Theorem
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- A variation on a theorem of Galvin and Hajnal
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- (with S. Shelah) Full reflection of stationary sets at
regular cardinals
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- Singular cardinal problem: Shelah's theorem on 2 to
aleph_omega
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- The logarithmic distribution of leading digits
andfinitely additive measures
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- (with S. Shelah) A partition theorem for pairs of
finite sets
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- (with S. Shelah) On a conjecture of Tarski on products
of cardinals
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- The infinite
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- Local topology and a spectral theorem
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- (with S. Shelah) Full reflection of stationary sets
below aleph-omega
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- (with S. Shelah) A note on canonical functions
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