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Lattice-ordered groups

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Lattice-ordered rings

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Lattice-ordered monoids

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Structure and representation theory

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Geometric lattices

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Complete lattices

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Transfinite induction

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Vector lattices

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Universal algebra

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Postulates for lattices

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Types of lattices

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Positive linear operators

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Applications to algebra

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Applications to general topology

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Metric and topological lattices

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Applications to logic and probability

BOOK CHAPTER published 31 December 1940 in Lattice Theory

Borel algebras and von Neumann lattices

BOOK CHAPTER published 31 December 1940 in Lattice Theory

High density effective theory on the lattice

PROCEEDINGS ARTICLE published 21 March 2008 in Proceedings of The XXV International Symposium on Lattice Field Theory — PoS(LATTICE 2007)

Authors: Alex Dougall

Lattice Formulation of Two Dimensional Topological Field Theory

PROCEEDINGS ARTICLE published 21 March 2008 in Proceedings of The XXV International Symposium on Lattice Field Theory — PoS(LATTICE 2007)

Authors: Tomohisa Takimi

Lattice study of monopoles in the Electroweak theory.

PROCEEDINGS ARTICLE published 21 March 2008 in Proceedings of The XXV International Symposium on Lattice Field Theory — PoS(LATTICE 2007)

Authors: Alexander I. Veselov