Choose language

Forgot your password?

Need a Spoofbox account? Create one for FREE!

No subscription or hidden extras

Login

John Forbes Nash, Jr.

Read through the most famous quotes from John Forbes Nash, Jr.




I never saw my grandfather because he had died before I was born, but I have good memories of my grandmother and of how she could play the piano at the old house.


— John Forbes Nash, Jr.


#before #born #could #died #good

I did have strange ideas during certain periods of time.


— John Forbes Nash, Jr.


#did #during #i #ideas #periods

I would finally renounce my delusional hypotheses and revert to thinking of myself as a human of more conventional circumstances and return to mathematical research.


— John Forbes Nash, Jr.


#conventional #delusional #finally #human #hypotheses

I later spent... five to eight months in hospitals in New Jersey, always on an involuntary basis, and always attempting a legal argument for release.


— John Forbes Nash, Jr.


#argument #attempting #basis #eight #five

I was on the mathematics faculty at M.I.T. from 1951 through until I resigned in the spring of 1959.


— John Forbes Nash, Jr.


#i #mathematics #resigned #spring #through

It's almost as if a demon might have passed from one host to another.


— John Forbes Nash, Jr.


#another #demon #host #might #passed






About John Forbes Nash, Jr.






Did you know about John Forbes Nash, Jr.?

His parents and grandparents provided books and encyclopedias that he learned from. The two mathematicians met each other at the Courant Institute of Mathematical Sciences of New York University during the summer of 1956. These studies led to four articles:
Nash JF (1950) "Equilibrium Points in N-person Games" Proceedings of the National Academy of Sciences 36 (36): 48–9 doi:10.

Thus further time passed. Hironaka called "the Nash blowing-up transformation"; and those of "Arc Structure of Singularities" and "Analyticity of Solutions of Implicit Function Problems with Analytic Data". (born June 13 1928) is an American mathematician whose works in game theory differential geometry and partial differential equations have provided insight into the forces that govern chance and events inside complex systems in daily life.

back to top