Eksempler på brug af Differential geometry på Engelsk og deres oversættelser til Dansk
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Why, then, is his name so little known?… he worked in analytic and differential geometry, a subject so unfashionable today as to be almost extinct.
non-Euclidean geometry, differential geometry, and synthetic geometry. .
then three years later received his PhD with a doctoral thesis was on metric and differential geometry.
the laws of resistance in a fluid and differential geometry.
mechanics and differential geometry.
1867 he published a series of papers on the differential geometry of surfaces.
In 1933 Eisenhart published Continuous Groups of Transformations which continues the work of his earlier books looking at Lie 's theory using the methods of the tensor calculus and differential geometry.
game theory, differential geometry, and partial differential equations providing insight into what governs chance
who developed game theory, differential geometry and partial differential equations,
In the paper the author shows convincingly how Lipschitz mechanical interpretation of Riemann 's differential geometry would prove to be a vital step in the road towards Einstein 's special theory of relativity.
life covered only seventeen years. Why, then, is his name so little known?… he worked in analytic and differential geometry, a subject so unfashionable today as to be almost extinct.
His most remarkable contributions are(1) general classification and a structure theorem for factors of type III, obtained in his thesis(2) classification of automorphisms of the hyperfinite factor, which served as a preparation for the next contribution(3) classification of injective factors, and(4) application of the theory of C*-algebras to foliations and differential geometry in general.
Araki, described Connes' contributions, see: His most remarkable contributions are(1) general classification and a structure theorem for factors of type III, obtained in his thesis(2) classification of automorphisms of the hyperfinite factor, which served as a preparation for the next contribution(3) classification of injective factors, and(4) application of the theory of C*-algebras to foliations and differential geometry in general.
Cesàro's main contribution was to differential geometry.
With Grassmann's exterior algebra in differential geometry.
Bertrand published many works on differential geometry and on probability theory.
He studied differential geometry at Columbia College from 1920 to 1926.
The theory of surfaces was the most important topic in differential geometry and.
spherical functions and differential geometry.
The article looks at nine papers which Milnor had written on differential geometry.