Titlebook: Differential Geometrical Methods in Theoretical Physics; K. Bleuler,M. Werner Book 1988 Springer Science+Business Media Dordrecht 1988 The

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Weyl’s Program and Modern Physicsd at some length in the reference cited at the end of section IV. This article is in part an exposition of the relationship of this program to one formulated by Weyl in 1927, in part a review and revision of material from the reference mentioned above and in part a description of ideas and incomplet

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The Principle of Triality and A Distinguished Unitary Representation of SO(4,4)he double covering .(2,2) of its identity component .(4,2). appears as a subgroup of the symmetry group .(8, .). In fact, if one considers the real and imaginary part of the Hermitian form in .. with signature ++--H one sees immediately that

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Operator Methods in String Theoryld like to develop an operator formalism describing high orders of string perturbation theory, as well as conformal field theories on Riemann Surfaces of genus bigger than one. On the other hand, developments in the theory of soliton solutions of the K-P hierarchy (KadomtsevPetviashvili equations);

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Integrable Systems and Conformal Invariancel quantum field theories in the scaling limit. Their conformal properties can be analysed using finite size scaling behaviour. For integrable lattice models in two dimensions methods are proposed to calculate from the Bethe ansatz solution the “conformal anomaly” and scaling dimensions. As an applic

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