Most of my papers after 1990 are available online, in both PDF and PostScript versions.

Some of my papers are available from arXiv.org.

Joint papers with Shelah are available at Shelah's archive.

** Reviews** of the published papers appear in Mathematical Reviews.

The complete ** list of publications** is available
in PDF.

Abstracts of the papers listed below are arranged by subject:

stationary sets

Boolean algebras

left-distributive algebras

the *pcf* theory

topology (and analysis and measure
theory)

automated theorem proving

other (logic, combinatorial set
theory, misc.)

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