J. Donald Monk

E353632

J. Donald Monk is an American mathematician and logician known for his work in set theory, Boolean algebras, and mathematical logic.

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J. Donald Monk canonical 2

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Predicate Object
instanceOf human
logician
mathematician
university teacher
coAuthorWith George Boolos
surface form: George S. Boolos

Richard Jeffrey
Robert Bonnet
Yi Zhang
countryOfCitizenship United States of America
doctoralAdvisor Alfred Tarski
educatedAt Harvard University
University of Wisconsin–Madison
employer University of Colorado Boulder
fieldOfWork Boolean algebra
mathematical logic
model theory
set theory
universal algebra
gender male
hasAcademicDiscipline logic
pure mathematics
hasResearchInterest algebraic logic
cardinal characteristics of the continuum
forcing in set theory
foundations of mathematics
hasWritten Algebraic Methods in Philosophical Logic
Cardinal Invariants on Boolean Algebras
Handbook of Boolean Algebras
Introduction to Set Theory
Mathematical Logic
knownFor applications of set theory to Boolean algebras
contributions to the structure theory of Boolean algebras
work on cardinal invariants of Boolean algebras
languageOfWorkOrName English
memberOf American Mathematical Society
notableFor research in mathematical logic
research in set theory
research on Boolean algebras
notableStudent James Baumgartner
Thomas Jech
occupation author
research mathematician
university professor
positionHeld professor of mathematics at the University of Colorado Boulder

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Referenced by (2)

Full triples — surface form annotated when it differs from this entity's canonical label.

Alfred Tarski notableStudent J. Donald Monk
Leon Henkin coAuthor J. Donald Monk