Reuben Hersh

E307366

Reuben Hersh was an American mathematician and philosopher of mathematics known for his humanistic and sociocultural views on the nature of mathematical practice.

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Reuben Hersh canonical 2

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Predicate Object
instanceOf author
human
mathematician
philosopher of mathematics
university teacher
authorOf Describing the World with Mathematics
Experiencing Mathematics
The Mathematical Experience
What Is Mathematics, Really?
awardReceived National Book Award for Science (for "The Mathematical Experience")
surface form: National Book Award in Science (co-recipient, paperback) for "The Mathematical Experience"
coAuthor Philip J. Davis
Vera John-Steiner
countryOfCitizenship United States of America
dateOfBirth 1927-12-09
dateOfDeath 2020-01-03
educatedAt Harvard University
University of Chicago
employer University of New Mexico
fieldOfWork history of mathematics
mathematics
philosophy of mathematics
sociology of mathematics
genre philosophy of science
popular mathematics
hasAcademicDiscipline mathematical physics
partial differential equations
probability theory
influenced contemporary philosophy of mathematical practice
influencedBy Imre Lakatos
languagesSpokenWrittenOrSigned English
movement humanistic philosophy of mathematics
notableFor humanistic view of mathematics
sociocultural account of mathematical practice
notableWork Describing the World with Mathematics
Experiencing Mathematics
The Mathematical Experience
What Is Mathematics, Really?
occupation mathematician
philosopher
university professor
placeOfBirth New York City
The Bronx
placeOfDeath Albuquerque, New Mexico, United States
surface form: Albuquerque, New Mexico
positionHeld professor of mathematics at the University of New Mexico
residence Albuquerque, New Mexico, United States
surface form: Albuquerque, New Mexico
theoreticalOrientation social constructivism about mathematics
viewOnMathematics mathematical objects are neither purely Platonic nor merely formal
mathematics is a human, social activity

Referenced by (2)

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

Philip J. Davis coAuthor Reuben Hersh