Statements (63)
Predicate | Object |
---|---|
gptkbp:instance_of |
gptkb:Person
|
gptkbp:academic_advisor |
gptkb:Paul_Cohen
|
gptkbp:affiliation |
gptkb:University_of_California,_Berkeley
|
gptkbp:alma_mater |
gptkb:University_of_California,_Berkeley
|
gptkbp:award |
Fellow of the American Academy of Arts and Sciences
Fellow of the American Mathematical Society |
gptkbp:birth_date |
1934-01-01
|
gptkbp:contribution |
Research on large cardinals
Explored the foundations of mathematics Developed techniques in set theory Investigated the structure of the real line Studies on the axiom of choice Worked on the continuum hypothesis |
gptkbp:field |
gptkb:Mathematics
|
https://www.w3.org/2000/01/rdf-schema#label |
J. Richard Cohen
|
gptkbp:influenced |
Set theorists
|
gptkbp:influenced_by |
gptkb:Paul_Cohen
gptkb:Kurt_Gödel |
gptkbp:known_for |
Contributions to set theory
Cohen's method of forcing Independence results in set theory |
gptkbp:nationality |
gptkb:American
|
gptkbp:notable_students |
gptkb:Robert_Solovay
|
gptkbp:occupation |
gptkb:Mathematician
|
gptkbp:publication |
gptkb:The_Axiom_of_Choice
Set Theory and Its Applications Set Theory: An Introduction to Independence Set Theory and the Continuum Hypothesis The Independence of the Continuum Hypothesis Forcing and the Continuum Hypothesis Set Theory: An Introduction Forcing and Independence Results Large Cardinals and the Continuum Hypothesis Mathematical Logic and Set Theory Mathematics and the Axiom of Choice Set Theory: A Comprehensive Guide Set Theory: A Comprehensive Introduction Set Theory: A Guide for Beginners Set Theory: A Historical Perspective Set Theory: A Mathematical Adventure Set Theory: A Mathematical Exploration Set Theory: A Mathematical Framework Set Theory: A Mathematical Inquiry Set Theory: A Mathematical Journey Set Theory: A Mathematical Odyssey Set Theory: A Mathematical Overview Set Theory: A Modern Approach Set Theory: A Primer Set Theory: A Research Perspective Set Theory: The First Course The Continuum Hypothesis: A Survey The Foundations of Set Theory The Independence of Set Theory The Continuum Hypothesis: A Mathematical Perspective Set Theory: A Mathematical Perspective on Independence |
gptkbp:research_interest |
gptkb:Forcing
Mathematical logic Set theory |
gptkbp:residence |
gptkb:California
|
gptkbp:title |
gptkb:1963
The Independence of the Continuum Hypothesis |
gptkbp:bfsParent |
gptkb:The_Southern_Poverty_Law_Center
|
gptkbp:bfsLayer |
5
|