Results 201 to 210 of about 2,011 (255)
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Bulletin of the London Mathematical Society, 1972
Abstract Differentiable manifolds and their geometry appear naturally in the study of diverse areas of mathematics, including Lie group theory, homogeneous spaces, probability theory, differential equations, the theory of functions of a single complex variable and of several complex variables, algebraic geometry, classical mechanics ...
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Abstract Differentiable manifolds and their geometry appear naturally in the study of diverse areas of mathematics, including Lie group theory, homogeneous spaces, probability theory, differential equations, the theory of functions of a single complex variable and of several complex variables, algebraic geometry, classical mechanics ...
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Structures On Differentiable Manifolds
Journal of Soviet Mathematics, 1971Structures on differentiable manifolds have been very intensively studied in recent years both in differential topology as well as in differential geometry. Along with almost complex structures a systematic examination was begun of almost contact, affinor, symplectic, quaternion, and many other structures, a simple listing of which would take up ...
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ON GENERALIZATIONS OF DIFFERENTIABLE MANIFOLDS
1984The author studies some basic notions of generalized differentiable manifolds, namely that of a \(\bar C^ n\)-manifold [cf. the author and \textit{M. Firmanty}, Math. Nachr. 113, 267-302 (1983; Zbl 0528.58001)], of a \(C^ n_{\Omega}\)-manifold and of a smooth space.
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