Description
SPRINGER Harmonic Analysis Signal Processing And Complexity by SABADINI
* Original articles and survey articles in honor of the sixtieth birthday of Carlos A. Berenstein reflect his diverse research interests from interpolation to residue theory to deconvolution and its applications to issues ranging from optics to the study of blood flow* Contains both theoretical papers in harmonic and complex analysis, as well as more applied work in signal processing* Top-notch contributors in their respective fields * Preface * L. Ehrenpreis: Some Novel Aspects of the Cauchy Problem * A. Yger: Analytic and Algebraic Ideas: How to Profit from Their Complementarity * C.A. Berenstein and B.Q. Li: On Certain First-Order Partial Differential Equations in Cn * O. Calin, D-C. Chang and J. Tie: Hermite Operator on the Heisenberg Group * D-C. Chang, G. Dafni and C. Sadosky: A div-curl Lemma in BMO on a Domain * C.O. Kiselman: Subharmonic Functions on Discrete Structures * R.W. Braun, R. Meise and B.A. Taylor: Nearly Hyperbolic Varieties and Phragmen-Lindeloef Conditions * D.F. Walnut: Sampling and Local Deconvolution * Y. Qiao and J. Ryan: Orthogonal Projections on Hyperbolic Space * G. Kaiser: Eigenwavelets of the Wave Equation * R. Poovendran and B. Matt: Security Analysis and Extensions of the PCB Algorithm for Distributed Key Generation * D. Napoletani, C.A. Berenstein, P. Krishnaprasad and D.C. Struppa: Quotient Signal Estimation