영어에서 Mathematical physics 을 사용하는 예와 한국어로 번역
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Mathematical Physics.
And also some of the work in mathematical physics.
Problems in mathematical physics had led Euler to a wide study of differential equations.
Theoretical physics and mathematical physics 1.
He also wrote on mathematical physics, mathematical economics and cryptography.
Analysis was driven by the requirements of mathematical physics and astronomy.
Cesàro's interest in mathematical physics is also evident in two very successful calculus texts which he wrote.
As director he began producing a number of important texts on mathematical physics.
He lectured there on mathematical physics until 1870.
Bonnet also published on cartography,algebra, rational mechanics and mathematical physics.
He then studied mechanical engineering and mathematical physics at Hannover, Zurich and Göttingen.
It was also here that she was strongly influenced to study the equations of mathematical physics.
At Königsberg Clebsch was taught mathematical physics by Franz Neumann.
Morse developed variational theory in the large with applications to equilibrium problems in mathematical physics.
Differential Geometry and Mathematical Physics: Part I.
Mathematical Physics Seminar: Professor Hilbert, with the assistance of Dr E Noether, Mondays from 4-6, no tuition.
Press release on Dannie Heineman Prize for Mathematical Physics.
Many of the equations of the mathematical physics of the nineteenth century can be treated this way.
Scientific work. Michel Plancherel's main research fields were analysis, mathematical physics and algebra.
Dannie Heineman Prize for Mathematical Physics, American Physical Society(2002).
Such was the quality of his early work, that he was appointed to the chair of Mathematical Physics at Pisa in 1823.
The next grand extensions of mathematical physics will, in all likelihood, be furnished by quaternions.
Hamilton died in 1865 and Tait took over the crusade to give quaternions a leading role in mathematical physics.
After 1971 Novikov became interested in mathematical physics and dynamical systems.
Analysis with Mathematical Physics: Gives you a comprehensive education in mathematics, aimed at mathematical physics. .
After being appointed to the Chair of Mechanics at Turin he was appointed to the Chair of Mathematical Physics at Rome in 1900.
The Dannie Heineman Prize for Mathematical Physics from the American Physical Society 1996.
He worked on computational mathematics, developing general methods for solving the equations of mathematical physics by numerical means.
These were: fundamental questions of analysis and mathematical physics; special areas of function theory of real variables;
Like his many already published smaller investigations and his larger encyclopedia article, the full command of the tools of mathematical physics.