Lattice Ordered Algebra MATH517 FA

Compact spaces: totally basically, extremally disconnected spaces; Baire and Borel functions; the projective cover. Boolean algebras: Loomis-Sikorski Theorem and free o-algebras; completion and injectivity. Lattice-ordered groups: homomorphisms are ideals. Archimedean lattice-ordered groups: Yosida representation, completion and essential closure, ipimorphisms and epicompletion.

MAJOR READINGS

EXAMINATIONS AND ASSIGNMENTS

ADDITIONAL REQUIREMENTS and/or COMMENTS

COURSE FORMAT: Discussion Field Work Lecture Seminar

REGISTRATION INFORMATION

Level: GR Credit: 1.00

Prerequisites: None

Last Updated on MAR-10-1997