Misplaced Pages

Joan Weiner

Article snapshot taken from Wikipedia with creative commons attribution-sharealike license. Give it a read and then ask your questions in the chat. We can research this topic together.
American philosopher This article is about the philosopher. For the journalism scholar, see Joan Konner.

Joan Weiner is an American philosopher and professor emerita of philosophy at Indiana University Bloomington, known for her books on Gottlob Frege.

Education and career

Weiner majored in mathematics at the University of Michigan, graduating with high distinction and honors in 1975. She completed a Ph.D. in philosophy at Harvard University in 1982.

She became an assistant professor of philosophy at the University of Wisconsin–Milwaukee in 1981, with terms as a visiting faculty member at the University of Pennsylvania and a postdoctoral researcher at the University of Pittsburgh. She was promoted to associate professor at the University of Wisconsin-Milwaukee in 1988 and full professor in 1997, while also earning a master's degree in biostatistics from the Medical College of Wisconsin in 1993. In 2002 she moved to Indiana University Bloomington, and in 2019 she retired as a professor emerita.

Books

Weiner is the author of:

  • Frege in Perspective (Cornell University Press, 1990)
  • Frege (Past Masters, Oxford University Press, 1999), revised and expanded as Frege Explained: From Arithmetic To Analytic Philosophy (Open Court Press, 2004)
  • Taking Frege At His Word (Oxford University Press, 2020)

Recognition

Weiner was named a Guggenheim Fellow in 2000.

References

  1. ^ "Joan Weiner, Guggenheim Fellow (2000)", University Honors & Awards, Indiana University, retrieved 2021-02-06
  2. ^ Curriculum vitae (PDF), 6 May 2008, retrieved 2021-02-06
  3. Reviews of Frege in Perspective:
  4. Reviews of Frege:
  5. Reviews of Frege Explained:
  6. "Joan Weiner", Fellows, John Simon Guggenheim Memorial Foundation, retrieved 2021-02-06

Further reading

  • Greimann, Dirk (April 2008), "Does Frege use a truth-predicate in his 'justification' of the laws of logic? A comment on Weiner", Mind, 117 (466): 403–425, doi:10.1093/mind/fzn035
Categories: