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  1. 9 The Goldstone Theorem

    The mechanism of SSB does not only provide a general strategy for unifying the description of apparently different systems, but it also provide...
    Franco Strocchi in Symmetry Breaking
    Chapter
  2. Introduction to Part II

    These notes arose from courses given at the International School for Advanced Studies (Trieste) and at the Scuola Normale Superiore (Pisa) in various...
    Franco Strocchi in Symmetry Breaking
    Chapter
  3. 6 Sectors with Energy-Momentum Density

    We shall now discuss the requirement III of finite energy-momentum, briefly mentioned in the previous section. Clearly, the possibility of using...
    Franco Strocchi in Symmetry Breaking
    Chapter
  4. Noncommutative Line Bundles and Gerbes

    We introduce noncommutative line bundles and gerbes within the framework of deformation quantization. The Seiberg-Witten map is used to construct the...
    Chapter
  5. Secondary Characteristic Classes of Lie Algebroids

    We show how the intrinsic characteristic classes of Lie algebroids can be seen as characteristic classes of representations. We present two...
    M. Crainic, R.L. Fernandes in Quantum Field Theory and Noncommutative Geometry
    Chapter
  6. Local Models for Manifolds with Symplectic Connections of Ricci Type*

    We show that any symplectic manifold (Mω) of dimension 2n(n≥ 2) admitting a symplectic connection of Ricci type can locally be constructed by a...
    Chapter
  7. 13 Fermi and Bose Gas at Non-zero Temperature

    As an example of symmmetry breaking at non-zero temperature we discuss the free Fermi and Bose gas, starting from finite volume and then discussing...
    Franco Strocchi in Symmetry Breaking
    Chapter
  8. 1 Symmetries of a Classical System

    The realization of symmetries in physical systems has proven to be of help in the description of physical phenomena: it makes it possible to relate...
    Franco Strocchi in Symmetry Breaking
    Chapter
  9. 14 Quantum Fields at Non-zero Temperature

    The general structure discussed above provides a neat and unique prescription for the quantization of relativistic fields at non-zero temperature...
    Franco Strocchi in Symmetry Breaking
    Chapter
  10. 8 Examples

    The model describes the simplest non-linear field theory and it can be regarded as a prototype of field theories in one space dimension (s=1). The...
    Franco Strocchi in Symmetry Breaking
    Chapter
  11. 6 Beamforming Combined with Multi-channel Acoustic Echo Cancellation

    For audio signal acquisition, beamforming microphone arrays can be efficiently used for enhancing a desired signal while suppressing...
    Chapter
  12. 4 Optimum Beamforming for Wideband Non-stationary Signals

    Array processing techniques strive for extraction of maximum information from a propagating wave field using groups of sensors, which are located at...
    Chapter
  13. Euclidean Quantum Field Theory on Commutative and Noncommutative Spaces

    I give an introduction to Euclidean quantum field theory from the point of view of statistical physics, with emphasis both on Feynman graphs and on...
    Chapter
  14. B Experimental Setups and Acoustic Environments

    In this chapter, the experimental setup and the acoustic environments are described, which are used in this work for illustrating the properties of...
    Chapter
  15. An Infinite Family of Isospectral Pairs Topological Aspects

    We give some basic properties of the isospectral pairs (Γ,Γ) of two bipartite graphs Γ and Γ. Then we present a systematic method of constructing an...
    N. Iiyori, T. Itoh, ... T. Masuda in Quantum Field Theory and Noncommutative Geometry
    Chapter
  16. Some Noncommutative Spheres

    Noncommutative geometry provides us various means to deal with noncommutative phenomena in mathematics, and C*-algebras (and von Neumann algebras)...
    Chapter
  17. From Quantum Tori to Quantum Homogeneous Spaces

    We construct dual objects for quantum complex projective spaces as quantum homogeneous spaces of quantum unitary groups, in which the deformation...
    Chapter
  18. Index Theorems and Noncommutative Topology

    These lecture notes are mainly devoted to a K-theory proof of the Atiyah-Singer index theorem. Some applications of the K-theory to noncommutative...
    Chapter
  19. Parametric Spectral Estimation and Data Whitening

    The knowledge of the noise Power Spectral Density is fundamental in signal processing for the detection algorithms and for the analysis of the data....
    Chapter
  20. Padé Approximants

    The frequent situation one encounters in applied science is the following: the information we need is contained in values, or some features of the...
    Chapter
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