Results 261 to 270 of about 84,589 (290)

geometry of differential equations

Journal of Soviet Mathematics, 1983
This paper contains a survey of papers on the geometry of differential equations, which appeared no earlier than 1972, continuing the general survey (RZhMat, 1974, 11A800), and considers in more detail a special cycle of investigations of the geometry of systems of partial differential equations, distinguished by the presence of practical applications.
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Differential Forms in Synthetic Differential Geometry

International Journal of Theoretical Physics, 1998
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Lavendhomme, Rene, Nishimura, Hirokazu
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Notes on Differential Geometry

The Annals of Mathematics, 1931
1. By an oval we mean a convex closed curve. For the sake of simplicity the following discussion will be restricted to curves whose curvature is continuous and never vanishes, although our results can be extended, with suitable modifications, to the general case.
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On the Differential Geometry of Foliations

The Annals of Mathematics, 1960
This paper has its roots in the well-known work of Reeb and its recent generalization by Reinhart [9], [10], as well as in much older, incomplete work of E. Cartan dealing with the differential-geometric structure of a foliation [3]. The general problem is to see how the structure affects the global properties of the foliation.
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Differential Geometry of Distributions

Journal of Mathematical Sciences, 2015
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Differential Geometry

The Mathematical Gazette, 1937
My contribution to this discussion reminds me of the ill-prepared Divinity student, who, asked in an examination to “Discuss the textual criticism of the Minor Prophets”, began, “Far be it from me to criticise these great and holy men, be it mine rather to give the list of the Kings of Judah and Israel”. For what I have to say has about the same degree
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