Normal form methods in statistical signal processing
نویسندگان
چکیده
Workshop on Gröbner Bases in Control Theory and Signal Processing May 18 19, 2006 Linz, Austria Special Semester on Gröbner bases and Related Methods 2006 Chairman: Hyungju Park • Hirokazu Anai, Sum of roots with positive real part in system and control theory • N.K. Bose, Two decades (1985-2005) of Gröbner bases in multidimensional systems • Jerome Lebrun, Normal form methods in statistical signal processing • Viktor Levandovskyy, Genericity of parameters in control theory • Ulrich Oberst, Canonical state representations and Hilbert functions of multidimensional systems • Jean-François Pommaret, Gröbner bases and algebraic analysis : new perspectives in control theory • Alban Quadrat, On the Stafford and the Quillen-Suslin theorems and flat multidimensional linear systems • Georg Regensburger, Parametrizing orthonormal wavelets by moments • Martin Scheicher, Gröbner computations in the ring of multivariate proper stable rational functions • Li Xu , Applications of Gröbner bases in synthesis of multidimensional control systems • Eva Zerz, Multidimensional behaviors: polynomial-exponential trajectories and linear exact modelling Sum of roots with positive real part in system and control theory Hirokazu Anai Fujitsu Laboratories Ltd / CREST, Japan Science & Technology Agency
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