Examples of using Differential geometry in English and their translations into Hungarian
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In image processing, differential geometry is used to process and analyse data on non-flat surfaces.[5].
Differential geometry arose and developed as a result of and in connection to
John Forbes Nash is an American Mathematician whose work in game theory, differential geometry and partial differential equations are considered ground breaking.
Many new ideas have also been derived with the help of a great variety of notions from modern algebra, differential geometry, Lie groups,
measure theory and differential geometry.
while the second volume was on affine differential geometry.
In 1917 Weyl gave another course presenting an innovative approach to relativity through differential geometry.
linear algebra; geometry; differential geometry;
Geometric modeling(including computer graphics) and computer-aided geometric design draw on ideas from differential geometry.
His interests had turned away from affine and projective differential geometry and turned towards Riemannian geometry. .
He wrote two major volumes Differential geometry of three dimensions(1927, 1930) as well as nearly 30 papers on this topic.
books mainly in projective geometry and differential geometry.
concentrated my activities on my own differential geometry group.
global differential geometry.
perhaps also some differential geometry….
complex analysis, differential geometry are some of the main areas in pure mathematics that are available.
theory of Riemann surfaces, and courses on non-euclidean geometry, differential geometry, interpolation and approximation,
covers a wide spectrum of topics in modern algebraic and differential geometry and their applications.
Initially and up to the middle of the nineteenth century, differential geometry was studied from the extrinsic point of view:
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. Again quoting.