Overview

The emphasis of the two volumes of this set is on complex analysis with classical topics such as value distribution, and modern topics such as complex dynamics, both in one and several complex variables; the application of complex analysis to partial differential equations and integral equations and its generalization to quaternionic and Clifford analysis; new results from real and functional analysis, numerical and computational mathematics; and areas in applied mathematics such as acoustics and computational biology.

Full Product Details

Author:   Heinrich G.W. Begehr ,  R.P. Gilbert ,  Joji Kajiwara
Publisher:   Kluwer Academic Publishers
Imprint:   Kluwer Academic Publishers
Volume:   7
Dimensions:   Width: 15.50cm , Height: 4.40cm , Length: 23.50cm
Weight:   1.402kg
ISBN:  

9780792365976

ISBN 10:   0792365976
Pages:   799
Publication Date:   31 December 2000
Audience:   College/higher education ,  Professional and scholarly ,  Undergraduate ,  Postgraduate, Research & Scholarly
Format:   Hardback
Publisher's Status:   Active
Availability:   Out of stock  
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Table of Contents

Volume 1: Preface. 1. A central limit theorem for the Simple random walk on a crystal lattice; M. Kotani, T. Sunada. 2. Level Statistics for Quantum Hamiltonians - Some Preliminary Ideas toward Mathematical Justification of the Theory of Berry and Tabor; N. Minami. 3. Fermion process and Fredholm determinant; T. Shirai, Y. Takahashi. 4. Strong type estimation from weak type estimates for some integral operators; N. Fujii. 5. Conjugate Fourier Series and Integrals of Several Variables in the l - 1 Sense; Z. Li. 6. Admissible wavelets and Siegel domains; H. Liu. 7. Some results on a class of oscillatory Integrals; S. Lu. 8. Weighted Hardy spaces on a domain; A. Miyachi. 9. Commutators of singular integral operators on Morrey spaces with some growth functions; T. Mizuhara. 10. On generalized fractional integrals in the Orlicz spaces; E. Nakai. 11. Weak (1,1) estimates for Littlewood-Paley functions with rough kernels; S. Sato. 12. A Note on average densities of Brownian intersection measures; N.-R. Shieh. 13. Problem of integral geometry on paraboloids with perturbation; A.H. Begmatov. 14. The connection between discrete and continuous realisations of least squares method; Y.V. Chebrakov, V.V. Shmagin. 15. An Eigenvalue Problem for Analytic Functions; D.Q. Dai, M.S. Liu. 16. On quadrature formulae of hypersingular integrals; J.Y. Du, J.C. Hu. 17. Theoretical and numerical analysis of inversion of satellite remote sensing; S.-x. Huang, J. Li. 18. Optimization of vector-valued integral equations for a class; C.G. Hu, L.X. Ma. 19. Nonlinear Riemann-Hilbert problems of first order quasi-linear elliptic system; M.Z. Li. 20. The algorithm implementation of Cauchy singular integral in Daubechies wavelets on the interval; W. Lin, Q. Li. 21. Closed form solution for a hypersingular integral equation of order n + 1; X. Li. 22. Cyclically symmetric crack problems of different media II; J. Lu. 23. Linear conjugate boundary value problems for first order ordinary system of linear differential equations with singular or super singular coefficients; N. Rajabov. 24. Initial-mixed boundary value problems for parabolic equations of second order with measurable coeeficients in a higher dimensional domain; G.C. Wen. 25. Stability estimates in states-estimation for a heat process; D. Xu, M. Yamamoto. 26. Plastic zone and opening displacement for an asymmetrical fast propagating semi-infinite crack in a strip; X.-C. Yang, T.-Y. Fan. 27. Certain class of hyperanalytic Haseman boundary value problems; Y.S. Zeng. 28. On compound boundary value problems for non linear elliptic systems of first order; C. Zhao. 29. On the integral of Cauchy type and the generalized Harnack theorem for bianalytic functions; Z. Zhao. 30. The growth of spirallike mappings; H. Hamada, G. Kohr. 31. Subordination principle to functions of several complex variables; K.H. Shon, G.M. Son. 32. &rgr;-adic Nevanlinna Theory and Functional Equations; A. Boutabaa, A. Escassut. 33. Unique range sets in p-adic and complex analys

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