Nicolas Rashevsky

He was awarded a Rockefeller Fellowship in 1934 and went to the University of Chicago to take up the appointment of assistant professor in the department of physiology.

[6][7][8] This was paraphrased in a Boolean context by his student Walter Pitts together with Warren McCulloch, in A logical calculus of the ideas immanent in nervous activity, published in Rashevsky's Bulletin of Mathematical Biophysics in 1943.

Some of Rashevsky's most outstanding PhD students who earned their doctorate under his supervision were: George Karreman, Herbert Daniel Landahl, Clyde Coombs, Robert Rosen and Anatol Rapoport.

[citation needed] In 1954 the budget for his Committee of Mathematical Biology was drastically cut; however, this was at least in part politically imposed, rather than scientifically, motivated.

There was later however a fall out between the retiring Nicolas Rashevsky and the University of Chicago president over the successor to the Chair of the Committee of Mathematical Biology; Nicolas Rashevsky strongly supported Dr. Herbert Landahl-his first PhD student to graduate in Mathematical Biophysics, whereas the president wished to appoint a certain US biostatistician.

[citation needed] In his later years, after 1968, he became again very active in relational biology and held, as well as Chaired, in 1970 the first international "Symposium of Mathematical Biology" at Toledo, Ohio, in USA with the help of his former PhD student, Dr. Anthony Bartholomay, who has become the chairman of the first Department of Mathematical Medicine at Ohio University.

[citation needed] In 1917, Nicolas Rashevsky joined the White Russian Navy and in 1920 he and his wife, Countess Emily had to flee for their lives to Constantinople where he taught at the American College.

Not unlike another American theoretical physicist Robert Oppenheimer, he then had much to lose for his loyal support of the wrongly accused researcher in his group.

The article also incorporates additional data from planetphysics.org; furthermore, both external entries are original, contributed objects in the public domain.