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Showing 1 to 6 of 6 for “"Differentiable manifolds."”.

  1. Differentiable manifolds modelled on locally convex spaces

    We construct differentiable manifolds modelled on locally convex spaces using Yamamuro ' s theory of Γ-differentiation [81], [ 82] , manifolds which we term as Γ-manifolds . Then corresponding to the strong notion of BΓ-differentiability in Yamamuro ' s theory [82] we obtain the subclass of …

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  2. Differentiable manifolds modelled on locally convex spaces

    We construct differentiable manifolds modelled on locally convex spaces using Yamamuro ' s theory of Γ-differentiation [81], [ 82] , manifolds which we term as Γ-manifolds . Then corresponding to the strong notion of BΓ-differentiability in Yamamuro ' s theory [82] we obtain the subclass of …

    anu Repository record for Differentiable manifolds modelled on locally convex spaces (opens in a new tab)

  3. Nullity and Generalized Characteristic Classes of Differentiable Manifolds

    Made available in DSpace on 2014-12-11T18:24:14Z (GMT). No. of bitstreams: 1 7511756.pdf: 4245704 bytes, checksum: 9fd7ca4555abce732c999630cec72ad8 (MD5) Previous issue date: 1974

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  4. ΕΡΜΙΤΙΑΝΗ ΔΙΑΦΟΡΙΚΗ ΓΕΩΜΕΤΡΙΑ ΣΕ /Α-ΔΕΣΜΕΣ

    … CALCULUS, WE INTRODUCE THE CONCEPT OF DIFFERENTIABLE A-MANIFOLDS, THAT IS, DIFFERENTIABLE MANIFOLDS MODELLED ON TOPOLOGICAL (FINITELY GENERATED AND PROJECTIVE) A-MODULES. WE ALSO EXAMINE BASIC PROPERTIES OF THE RESPECTIVE TANGENT SPACES, DERIVATIONS AND VECTOR FIELDS. FINALLY, WE STUDY …

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  5. The differential space concept : a generalization of the manifold concept

    It is well known that the theory of smooth manifolds is incapable in dealing with the classical singularity problem in relativistic cosmology and relativistic astrophysics. To overcome this problem, attempts have been made to obtain a more general and geometrically manageable concept than the …

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  6. The Computation of Ultrapowers by Supercompactness Measures

    The results from this dissertation are a computation of ultrapowers by supercompactness measures and concepts related to such measures. The second chapter gives an overview of the basic ideas required to carry out the computations. Included are preliminary ideas connected to measures, and the …

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