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3 - Paths towards an extension of Chern–Weil calculus to a class of infinite dimensional vector bundles
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THE LOGARITHMIC RESIDUE DENSITY OF A GENERALIZED LAPLACIAN
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- Journal of the Australian Mathematical Society / Volume 90 / Issue 1 / February 2011
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- 18 May 2011, pp. 53-80
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- February 2011
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Contents
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Introduction
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Geometric and Topological Methods for Quantum Field Theory
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Frontmatter
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List of contributors
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I.10 - Functional quantization of the Høegh-Krohn and Liouville models on a compact surface
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- A Mathematical Introduction to String Theory
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Index
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A Mathematical Introduction to String Theory
- Variational Problems, Geometric and Probabilistic Methods
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I.4 - Cauchy–Riemann operators
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Dedication
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I.3 - Harmonic maps and global structures
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References
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II.7 - The Polyakov measure in the critical dimension d=26
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II.1 - Quantization by functional integrals
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II.3 - Formal Lebesgue measures on Hilbert spaces
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I.8 - Chern classes of determinant bundles
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I.6 - The Faddeev–Popov procedure
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II.4 - The Gaussian integration on the space of embeddings
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