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  1. 5 Non-Linear Static Analysis

    The state of the art in the capability to predict the stability behavior of shell structures refers to areas such as asymptotic analysis [69] and...
    Christian A. Schenk, Gerhart I. Schuëller in Uncertainty Assessment of Large Finite Element Systems
    Chapter
  2. 3 Spectral Analysis of Finite Dimensional Operators

    A great number of engineering problems can be viewed as an input to output map**, as shown in Fig. 3.1, where the system represents the law for the...
    Christian A. Schenk, Gerhart I. Schuëller in Uncertainty Assessment of Large Finite Element Systems
    Chapter
  3. Finding Exponential Product Formulas of Higher Orders

    In the present article, we review the progress in the last two decades of the work on the Suzuki-Trotter decomposition, or the exponential product...
    Naomichi Hatano, Masuo Suzuki in Quantum Annealing and Other Optimization Methods
    Chapter
  4. Exploring Complex Landscapes with Classical Monte Carlo

    Nowadays, the annealing concept is useful in (at least) two different fields, namely Physics and Optimization. The annealing strategy was well known...
    Chapter
  5. Quantum Spin Glasses

    In this chapter of this monograph we want to provide an overview on the current status of our knowledge on the theory of quantum spin glasses. Spin...
    Chapter
  6. 11 Safety Evaluation Method of Rehabilitation Robots

    An aged society comes soon. Human-care robots must be realized to nurse aged and disabled persons. Human-care robot will need to work around elderly...
    Makoto Nokata, Koji Ikuta, Hideki Ishii in Advances in Rehabilitation Robotics
    Chapter
  7. 26 STRING-MAN: A Novel Wire Robot for Gait Rehabilitation

    This paper presents a novel robotic prototype for advanced gait rehabilitation. This system integrates sophisticated robotic technology with control...
    Dragoljub Surdilovic, Rolf Bernhardt, ... **yu Zhang in Advances in Rehabilitation Robotics
    Chapter
  8. 4 Abelian Gauge Fixing

    The formation of monopoles and their condensation in the QCD ground state is a feature which is related to abelian gauge fixing, discussed in this...
    Chapter
  9. Appendix D. Color Charges of Quarks and Gluons

    In $SU\left( 2\right) $ , the charge operator is:...
    Chapter
  10. 1 Introduction

    Considerable progress has been achieved recently in modeling and mathematical analysis of various processes involved in contact between deformable...
    Meir Shillor, Mircea Sofonea, Józef Joachim Telega in Models and Analysis of Quasistatic Contact
    Chapter
  11. 5. Simulation of Active and Nonlinear Photonic Nano-Materials in the Finite-Difference Time-Domain (FDTD) Framework

    A numerical method is presented that unites three-dimensional finite-differnce time-domain (FDTD) computer simulations of active, nonlinear photonic...
    A. Klaedtke, J. Hamm, O. Hess in Computational Materials Science
    Chapter
  12. 13. Parallel Implementation Strategiesfor Algorithms from Scientific Computing

    Many applications from scientific computing are computationally intensive and can therefore benefit from a realization on a parallel or a distributed...
    T. Rauber, G. Rünger in Computational Materials Science
    Chapter
  13. Appendix B: The Relation between Minkowski and Euclidean Actions

    The Minkowski action leads to canonical quantization and it is used to calculate matrix elements of the evolution operator e...
    Chapter
  14. 5 The Confinement of SU(3) Color Charges

    If we wish to describe color confinement in terms of the Meissner effect of a dual superconductor, we need to adapt the Landau-Ginzburg model to the...
    Chapter
  15. 2 The Symmetry of Electromagnetism with Respect to Electric and Magnetic Charges

    The possible existence of magnetic charges and the corresponding electromagnetic theory was investigated by Dirac in 1931 and 1948 [49, 9]. The...
    Chapter
  16. 6 Mathematical Preliminaries

    Part II provides mathematical formulations of the models, the assumptions that underlie them, their weak or variational formulations and the...
    Meir Shillor, Mircea Sofonea, Józef Joachim Telega in Models and Analysis of Quasistatic Contact
    Chapter
  17. 11 Contact with Wear or Adhesion

    In this chapter we present results on models of frictional contact when the wear of the contacting surfaces is taken into account. The importance of...
    Meir Shillor, Mircea Sofonea, Józef Joachim Telega in Models and Analysis of Quasistatic Contact
    Chapter
  18. 3 Additional E.ects Involved in Contact

    More is involved in contact than just friction, although it is the main process. Indeed, during a contact process elastic or plastic deformations of...
    Meir Shillor, Mircea Sofonea, Józef Joachim Telega in Models and Analysis of Quasistatic Contact
    Chapter
  19. 13 Dynamic, One-Dimensional and Miscellaneous Problems

    The previous part of this monograph makes it clear that the branch of the Mathematical Theory of Contact Mechanics, which deals with quasistatic...
    Meir Shillor, Mircea Sofonea, Józef Joachim Telega in Models and Analysis of Quasistatic Contact
    Chapter
  20. Fuzzy Probability Theory

    In this chapter we look more closely at the fuzzy binomial distribution, the fuzzy Poisson, and at the fuzzy normal,exponential and uniform...
    James J. Buckley in Simulating Fuzzy Systems
    Chapter
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