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Titlebook: Quantum Triangulations; Moduli Spaces, Strin Mauro Carfora,Annalisa Marzuoli Book 20121st edition Springer-Verlag Berlin Heidelberg 2012 Dy

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https://doi.org/10.1007/978-3-642-24440-7Dynamical triangulations; Mathematical methods for quantum computing; Moduli spaces; Polyhedral manifol
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Singular Euclidean Structures and Riemann Surfaces,As we have seen in Chap. 1, a Euclidean triangulated surface . characterizes a polyhedral metric with conical singularities associated with the vertices of the triangulation.
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Combinatorial Framework for Topological Quantum Computing,Unlike perturbatively renormalizable quantum field theory—representing the basic tool in the standard model in particle physics, where the physically measurable quantities are obtained as finite limits of infinite series in the physical coupling constant.
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Mauro Carfora,Annalisa MarzuoliAuthored by leading experts in the field.First self-contained exposition of the subject matter.Suitable for graduate students and specialists alike.Includes supplementary material:
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State Sum Models and Observables,orial spacetime out of coupling of angular momenta—or ., is the precursor of the discretized approaches to 3-dimensional (3D) Euclidean quantum gravity collectively referred to as ‘state sum models’ after the 1992 paper by Turaev and Viro.
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Tanvir Kaur,Kaushik Mondalciple studies, and there is still uncertainty how small animal imaging can support preclinical research most effectively. It is also discussed controversially which imaging modality should be used for a certain demand. Thus, it is the aim of this book chapter to support the reader in choosing the op
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