Eric Weinstein
American financial executive (born 1965)
From Wikipedia, the free encyclopedia
Eric Ross Weinstein (/ˈwaɪnstaɪn/; born October 26, 1965) is an American investor[2] and podcast host.[3] As of 2021[update], he was managing director for the American venture capital firm Thiel Capital.[4] Weinstein coined the term "intellectual dark web" to refer to a loose network of public figures opposed to left-wing identity politics and political correctness,[5] and has advanced what he claims is a theory of everything called "Geometric Unity". Geometric Unity has been met with skepticism by, and has had no measurable impact on, the scientific community.[6][7]
October 26, 1965
Harvard University (PhD)
Eric Weinstein | |
|---|---|
| |
| Born | Eric Ross Weinstein October 26, 1965 |
| Education | University of Pennsylvania (BA, MA) Harvard University (PhD) |
| Occupations | Venture capital fund manager, podcast host |
| Known for | Intellectual dark web |
| Spouse | Pia Malaney[1] |
| Relatives | Bret Weinstein (brother) |
| Website | ericweinstein |
Early life and education
Born on October 26, 1965,[8] Weinstein studied mathematics at the University of Pennsylvania, where he completed his undergraduate degree in 1985.[9][10] Weinstein received a Ph.D. in mathematics from Harvard University in 1992 under the supervision of Raoul Bott.[11][12] In his dissertation, "Extension of Self-Dual Yang-Mills Equations Across the Eighth Dimension", Weinstein showed that the self-dual Yang–Mills equations were not peculiar to dimension four and admitted generalizations to higher dimensions.[13]
Career
Finance
In 2013, Weinstein was working as an economist and consultant at the Natron Group, a New York City–based hedge fund.[6][7][14][2] As of 2021,[update] Weinstein is the managing director for Thiel Capital, a venture capital firm founded by American financier Peter Thiel that invests in technology and life sciences–related companies.[2][4][15][1]
Geometric Unity
In May 2013, mathematician Marcus du Sautoy invited Weinstein to give a lecture at Oxford University's Clarendon Laboratory on a theory called "Geometric Unity";[6] Sautoy also wrote an overview for The Guardian newspaper.[7] Physicists David Kaplan and Jim al-Khalili as well as Joseph Conlon of Oxford expressed skepticism.[6] Physicists criticized Weinstein and du Sautoy for not publishing any equations related to the theory, which is a normal part of scholarly peer review.[6][2][7][16] Science writer Jennifer Ouellette criticized the favorable coverage given to the theory by The Guardian, arguing that experts could not properly evaluate Weinstein's ideas without a published paper.[17]
In April 2021, Weinstein self-published a paper on Geometric Unity, stating that it was a "work of entertainment" and that he was "not a physicist".[2] Cosmologist Richard Easther of the University of Auckland said Weinstein's theory has had "no visible impact" and "looked massively undercooked after the buildup it got from du Sautoy".[2] Timothy Nguyen, whose PhD thesis intersects with Weinstein's work, said what Weinstein has presented so far has "gaps, both mathematical and physical in origin" that "jeopardize Geometric Unity as a well-defined theory, much less one that is a candidate for a theory of everything".[2] Science writer Dan Kagan-Kans has described the resentment of scientific authority expounded by Weinstein and other contemporary podcasters as "conspiracy physics".[3]
Other ventures
Weinstein has been a regular guest on The Joe Rogan Experience[3] appearing on the podcast eight times as of June 2026. He has also hosted his own podcast called The Portal.[18] As of 2024,[update] he is a member of the research team on The Galileo Project, founded by astrophysicist Avi Loeb to investigate potential signs of extraterrestrial technology.[19][20] Weinstein coined the term "intellectual dark web", later popularized by Bari Weiss, an opinion editor for The New York Times. The term has been applied to a loose network of public figures opposed to left-wing identity politics and political correctness.[5]
