Ivan S. Sokolnikoff
American mathematician
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Mathematics
Ivan S. Sokolnikoff's Degrees
- PhD Mathematics University of California, Berkeley
Why Is Ivan S. Sokolnikoff Influential?
(Suggest an Edit or Addition)According to Wikipedia, Ivan Stephan Sokolnikoff was a Russian-American applied mathematician, who specialized in elasticity theory and wrote several mathematical textbooks for engineers and physicists. Biography Born to a wealthy family in Tsarist Russia, Ivan Sokolnikoff was educated by private tutors and at Anders Classical Gymnasium in Kiev. During the Russian Revolution, as a Tsarist naval officer, he was wounded in combat off the Kuril Islands. With the victory of the Reds, he became a refugee in China. There he worked for a subsidiary of an American electrical firm until 1922 when he became an American immigrant in Seattle. In 1922 he matriculated at the University of Idaho and graduated there with an electrical engineering degree in 1926. In 1930 he received his doctorate in mathematics from the University of Wisconsin-Madison. His doctoral dissertation On a Solution of Laplace's Equation with an Application to the Torsion Problem for a Polygon with Reentrant Angles was written under the supervision of Herman William March. In June 1931 Sokolnikoff married Elizabeth Thatcher Stafford. During the years from 1931 to 1941, they wrote 5 significant papers together, as well as the classic textbook Higher Mathematics for Physicists and Engineers. He joined the mathematics department of the University of Wisconsin–Madison as an instructor in 1927 and was promoted to full professor in 1941. At Wisconsin he was a member of the mathematics faculty until 1944.
Ivan S. Sokolnikoff's Published Works
Published Works
- Mathematical theory of elasticity (1946) (2367)
- Mathematics of Physics and Modern Engineering (1958) (421)
- Tensor Analysis: Theory and Applications to Geometry and Mechanics of Continua (1964) (179)
- Tensor Analysis: Theory and Applications (1952) (105)
- Tensor Analysis, Theory and Application (1953) (14)
- Torsion of regions bounded by circular arcs (1938) (10)
- Some new methods of solution of two-dimensional problems in elasticity (1942) (9)
- Thermal stresses in elastic plates (1939) (8)
- Higher mathematics for engineers and physicists / by Ivan S. Sokolnikoff and Elizabeth S. Sokolnikoff (1941) (2)
- On a solution of Laplace’s equation with an application to the torsion problem for a polygon with reentrant angles (1931) (2)
- Two‐Dimensional Boundary Value Problems in Potential Theory (1943) (1)
- The Problem of Dirichlet for an Ellipsoid. (1935) (0)
- Review: L. N. Kachanov, N. M. Beliaev, A. A. Ilyushin, W. Mostow and A. N. Gleyzal, Plastic deformation (1950) (0)
- Opportunities for Mathematically Trained College Graduates (1947) (0)
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