Herman William March (1878 – 1953) was a mathematician and physicist.
March studied physics and mathematics at the University of Munich under Wilhelm Röntgen and Arnold Sommerfeld. He received his doctorate in 1911. He had a position at the University of Wisconsin–Madison no later than circa 1920. He died in 1953.
Partial literature
- 1917: Calculus. Herman W. March and Henry C. Wolff. McGraw-Hill, New York.
- 1925: The Deflection of a Rectangular Plate Fixed at the Edges, Transactions of the American Mathematical Society, 27(3): 307–317
- 1927: The Heaviside Operational Calculus, Bulletin of the American Mathematical Society 33: 311–8.
- 1928: (with Warren Weaver) The Diffusion Problem for a Solid in Contact with a Stirred Liquid, Physical Review 31: 1072 - 1082.
- 1936: Bending of a Centrally Loaded Rectangular Strip of Plywood, Journal of Applied Physics 7(1): 32–41.
- 1953: The Field of a Magnetic Dipole in the Presence of a Conducting Sphere, Geophysics 18(3): 671–684.
Notes
- March – Mathematics Genealogy Project. 1911 Dissertation title: Über die Ausbreitung der Wellen der drahtlosen Telegraphie auf der Erdkugel. Advisor 1: Wilhelm Röntgen. Advisor 2: Arnold Sommerfeld.
- Sommerfeld Archived 2005-02-13 at the Wayback Machine - Personal data.
- March – Mathematics Genealogy Project
- Fredrick Wood – Mathematics Genealogy Project. Fredrick Wood, University of Wisconsin–Madison, 1923 Dissertation: Group Velocity and the Propagation of Disturbances in Dispersive Media. Advisor: Herman William March.
- H. W. March (Deceased) The Field of a Magnetic Dipole in the Presence of a Conducting Sphere, Geophysics, Volume 18, Issue 3, pp. 671-684 (July 1953), University of Wisconsin–Madison, Wisconsin, (Received April 9, 1953)
 | This article about a physicist is a stub. You can help Misplaced Pages by expanding it. |