Titlebook: Vector Fields on Manifolds; Michael F. Atiyah Book 1970 Springer Fachmedien Wiesbaden 1970 Area.DEX.Euler characteristic.Invariant.Signatu

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書目名稱Vector Fields on Manifolds影響因子(影響力)




書目名稱Vector Fields on Manifolds影響因子(影響力)學科排名




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書目名稱Vector Fields on Manifolds讀者反饋學科排名

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eformen bereit: Flüssige Brennstoffe, Gas und Elektrizit?t. Wie aus Abbildung 11.) zu ersehen ist, kommen für einen wesentlichen Leuchtgaskonsum nur die St?dte München, Nürnberg und Augsburg in Frage. Die Wertung der Gaswerke als W?rmeenergiequelle geschah bereits in anderem Zusammenhang. Die bisher

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Book 1970 certain symmetry conditions for these operators and hence corresponding results for their indices. In this way we obtain certain necessary conditions for the existence of vector fields and, more generally , for the existence of fields of tangent planes. For example, one of our results is the follow

Fibroid

ds implies certain symmetry conditions for these operators and hence corresponding results for their indices. In this way we obtain certain necessary conditions for the existence of vector fields and, more generally , for the existence of fields of tangent planes. For example, one of our results is the follow978-3-322-97941-4978-3-322-98503-3

CUMB

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https://doi.org/10.1007/978-3-322-98503-3Area; DEX; Euler characteristic; Invariant; Signatur; Vector field; boundary element method; character; diff

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978-3-322-97941-4Springer Fachmedien Wiesbaden 1970

虛弱的神經(jīng)

Vector Fields on Manifolds,e of r linearly independent vector fields. For r = 1 the classical result of H. Hopf asserts that the vanishing of the Euler characteristic is the necessary and sufficient condition, and our results will give partial extensions of Hopfs theorem to the case r > 1. A recent article by E. Thomas [10] gives a good survey of work in this general area.