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Вы искали: random matrix

Найденные книги: 128

1. Di Francesco P. Ginsparg P. Zinn-Justin J. 2D Gravity and random matrices1995
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2. Zhang F. Mallick B. Weng Z. A Bayesian method for identifying independent sources of non-random spatial patterns2005
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3. Marinucci D. A central limit theorem and higher order results for the angular bispectrum2007
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4. Xiangting Li David J. Bergman A Mixed-Transfer-Matrix Method for Simulating Normal Conductor/Perfect Insulator/Perfect Conductor Random Networks2004
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5. Mello P.A. Pereyra P. Kumar N. A Soluble Random-Matrix Model for Relaxation in Quantum Systems1988
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6. Derrida B. Zabolitzky J.G. Vannimenus J. A Transfer Matrix Program to Calculate the Conductivity of Random Resistor Networks1984
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7. Poularikas A.D. Ramadan Z.M. Adaptive Filtering Primer with MATLAB2006
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8. Korn G. Advanced Dynamic-system Simulation: Model-replication Techniques and Monte Carlo Simulation2007
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9. Brezin E. Kazakov V. Serban D. Applications of Random Matrices in Physics2006
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10. Brezin E. Kazakov V. Serban D. Applications of random matrices in physics2006
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11. Brezin E. Kazakov V. Serban D. Applications of Random Matrices in Physics (NATO Science Series II: Mathematics, Physics and Chemistry)2006
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12. Widom M. Mosseri R. Destainville N. Arctic Octahedron in Three-Dimensional Rhombus Tilings and Related Integer Solid Partitions2002
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13. Stadje W. Asymptotic Normality in a Two-Dimensional Random Walk Model for Cell Motility1988
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14. Klopp F. Band Edge Behavior of the Integrated Density of States of Random Jacobi Matrices in Dimension 11998
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15. Elliott D. Bilinear Control Systems: Matrices in Action2009
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16. Heiss W.- D. Chaos and Quantum Chaos: Proceedings of the Eighth Chris Engelbrecht Summer School on Theoretical Physics, Held at Blydepoort, Eastern Transvaa (Lecture Notes in Physics)1992
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17. Vannimenus J. Viennot X.G. Combinatorial Tools for the Analysis of Ramified Patterns1989
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18. Bona M. Combinatorics of permutations2004
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19. Akguc G.B. Reichl L.E. Conductance and Statistical Properties of Chaotic and Integrable Electron Waveguides2000
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20. Tracy C. Widom H. Correlation Functions, Cluster Functions, and Spacing Distributions for Random Matrices1998
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21. Rakos A. Schutz G.M. Current Distribution and Random Matrix Ensembles for an Integrable Asymmetric Fragmentation Process2004
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22. Kalpazidou S.L.L. Cycle Representations of Markov Processes (Second Edition)2006
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23. Dick Bedeaux Kurt E. Shuler Irwin Oppenheim Decay of Correlations. IV. Necessary and Sufficient Conditions for a Rapid Decay of Correlations1971
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24. Basor E.L. Widom H. Determinants of Airy Operators and Applications to Random Matrices1999
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25. Ge M. Zhang W. Differential geometry and physics2006
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26. Zhang M.L. (Ed) Differential Geometry and Physics: Proceedings of the 23rd International Conference of Differential Geometric Methods in Theoretical Physics2006
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27. Ge M. Zhang W. Differential Geometry and Physics: Proceedings of the 23rd International Conference of Differential Geometric Methods in Theoretical Physics, Tianjin, ... August 2005 (Nankai Tracts in Mathematics)2006
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28. Bergman D. Duering E. Discrete Network Models for the Low-Field Hall Effect near a Percolation Threshold: Theory and Simulations1990
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29. Derrida B. Hakim V. Vannimenus J. Effect of Disorder on Two-Dimensional Wetting1992
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30. Rowe H.E. Electromagnetic Propagation in Multi-Mode Random Media1999
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31. Evangelou S.N. Katsanos D.E. Energy Level Statistics in Disordered Metals with an Anderson Transition1996
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32. Pakon´ski P. Tanner G. Families of Line-Graphs and Their Quantization2003
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33. Shonkwiler R. Finance with Monte Carlo2013
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34. Simon Benninga Financial Modeling (Second Edition)2000
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35. Sasamoto T. Imamura T. Fluctuations of the One-Dimensional Polynuclear Growth Model in Half-Space2004
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36. Matloff N. From Algorithms to Z-Scores: Probabilistic and Statistical Modeling in Computer Science2013
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37. Cartier P.E. Frontiers in number theory, physics, and geometry I2007
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38. Cartier P. Julia B. Moussa P. Frontiers in Number Theory, Physics, and Geometry I: On Random Matrices, Zeta Functions and Dynamical Systems2006
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39. Cartier P. Julia B. Moussa P. Frontiers in Number Theory, Physics, and Geometry I: On Random Matrices, Zeta Functions and Dynamical Systems2006
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40. Kay S.M. Fundamentals of statistical signal processing, volume 1: estimation theory1993
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41. Hastings M.B. Ground State and Spin-Glass Phase of the Large-N Infinite-Range Spin Glass via Supersymmetry2000
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42. F. T. Hioe C. Domb Group theory, Markov chains, and excluded volume effect in polymers1974
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43. Holt D. Eick B. O'Brien E. Handbook of computational group theory2005
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44. Eckmann J.-P. Gat O. Hydrodynamic Lyapunov Modes in Translation-Invariant Systems2000
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45. Hyvarinen A. Independent Component Analysis2001
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46. Paolella M. Intermediate Probability: A Computational Approach2007
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47. Carmona R. Kotani S. Inverse Spectral Theory for Random Jacobi Matrices1987
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48. Mak R. Java Number Cruncher: The Java Programmer's Guide to Numerical Computing2002
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49. Guionnet A. Large random matrices: lectures on macroscopic asymptotics: E?cole d'e?te? de probabilite?s de Saint-Flour XXXVI--20062009
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50. Guionnet A. Large Random Matrices: Lectures on Macroscopic Asymptotics: Ecole d'Ete de Probabilites de Saint-Flour XXXVI 2006 (Lecture Notes in Mathematics Ecole d'Ete Probabilit.Saint-Flour)2009
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51. Huang D. Nguang S.K. Lecture Notes in Control and Information Sciences (386). Robust Control for Uncertain Networked Control Systems with Random Delays2009
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52. Eckmann J.-P. Wayne C.E. Liapunov Spectra for Infinite Chains of Nonlinear Oscillators1988
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53. Bump D. Lie Groups2013
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54. Jinho Baik Eric M. Rains Limiting Distributions for a Polynuclear Growth Model with External Sources2000
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55. Grafarend E.W. Linear and Nonlinear Models: Fixed Effects, Random Effects, and Mixed Models2006
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56. Rencher A.C. Schaalje G.B. Linear Models in Statistics (2nd edition)2008
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57. Clarke B.R. Linear models: the theory and application of analysis of variance2008
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58. William G. Faris Localization Estimates for a Random Discrete Wave Equation at High Frequency1986
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59. Cook J. Derrida B. Lyapunov Exponents of Large, Sparse Random Matrices and the Problem of Directed Polymers with Complex Random Weights1990
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60. Dragan V. Morozan T. Stoica A. Mathematical methods in robust control of discrete-time linear stochastic systems2010
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61. Marchenko V. A. Boutet de Monvel A. McKean H. Mathematical Physics, Analysis and Geometry - Volume 62003
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62. Terrell G.R. Mathematical Statistics: A Unified Introduction (1 edition)1999
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63. Dhrymes P. Mathematics for Econometrics2013
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64. Andel J. Mathematics of Chance2001
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65. Pope M. Microsoft ASP.NET Web Matrix Starter Kit2003
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66. Weiss R.E. Modelling Longitudinal Data (1st edition)2005
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67. Fishman G.S. Monte Carlo: concepts, algorithms, and applications1996
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68. Gross E.P. Multiple Scattering in Random Media II. The General 2BA for the Uncorrelated System1981
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69. Cicuta G. M. Contedini M. Non-Hermitian Tridiagonal Random Matrices and Returns to the Origin of a Random Walk1999
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70. Schroeder M. Number theory in science and communication: with applications in cryptography, physics, digital information, computing, and self-similarity (5th edition)2008
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71. Boutet de Monvel A. Pastur L. On the Matrix Statistical Mechanics Approach in the Random Theory: Integrated Density of States1995
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72. Romerio M. Wreszinski W.F. On the Spectrum of the Dynamical Matrix for a Class of Disordered Harmonic Systems1977
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73. Tuchin V.V. Wang L. Zimnyakov D.A. Optical Polarization in Biomedical Applications2006
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74. Rider B. Order Statistics and Ginibre’s Ensembles2004
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75. Deift P. Orthogonal Polynomials and Random Matrices: A Riemann-Hilbert Approach2000
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76. Tao R. Path-Integral Approach to the Statistical Physics of One-Dimensional Random Systems2001
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77. Li W. Park P. Widom M. Phase Diagram of a Random Tiling Quasicrystal1992
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78. Jin Y. Xu F. Polarimetric Scattering and SAR Information Retrieval2013
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79. Zabolitzky J. G. Bergman D. J. Stauffer D. Precision Calculation of Elasticity for Percolation1985
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80. Steeb W. Hardy Y. Problems & Solutions in Quantum Computing & Quantum Information2004
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81. Steeb W. Hardy Y. Problems and Solutions in Quantum Computing and Quantum Information (1st edition)2004
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82. Hans-Jürgen Stöckmann Quantum Chaos: An Introduction2007
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83. Bogomolny E. Bohigas O. Leboeuf P. Quantum Chaotic Dynamics and Random Polynomials1996
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84. Rammer J. Quantum transport theory of electrons in solids: A single-particle approach1991
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85. Nakamura K. Quantum versus Chaos : Questions Emerging from Mesoscopic Cosmos (Fundamental Theories of Physics)2002
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86. Nakamura K. Quantum versus Chaos: Questions Emerging from Mesoscopic Cosmos (Fundamental Theories of Physics)2002
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87. Evans J.W. Nord R.S. Random Dimer Filling of Lattices: Three-Dimensional Application to Free Radical Recombination Kinetics1985
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88. Friesen O. Lowe M. Alsmeyer G. Random Matrices and Iterated Random Functions: M?nster, October 20112013
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89. Bleher P. Its A. Levy S. Random Matrix Models and Their Applications2001
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90. Z. Dong Bai Random Matrix Theory and Its Applications: Multivariate Statistics and Wireless Communications (Lecture Notes Series, Institute for Mathematical Sciences, ... Sciences, National University of Singapore)2009
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91. Bellissard J. Random Matrix Theory and the Anderson Model2004
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92. Tulino A.M. Verdu S. Random Matrix Theory and Wireless Communications2004
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93. Tulino A. Verdu S. Random matrix theory and wireless communications2004
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94. Tulino A. Verdu S. Random Matrix Theory and Wireless Communications2004
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95. Tulino A.M. Verdu S. Random Matrix: Theory and Wireless Communications2004
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96. Pedro Pereyra Random-Matrix Model for Dissipative Two-Level Systems1991
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97. Conrey J. Farmer D. Mezzadri F. Ranks of elliptic curves and random matrix theory2007
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98. Mezzadri F. Snaith N.C. Recent Perspectives in Random Matrix Theory and Number Theory2005
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99. Machta J. Renormalization Group Approach to Random Walks on Disordered Lattices1983
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100. Joshua Feinberg A. Zee Renormalizing Rectangles and Other Topics in Random Matrix Theory1996
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