دانلود کتاب Analytic Extension Formulas and their Applications

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Front Matter....Pages i-vii
Extending Holomorphic Functions from Subvarieties....Pages 1-14
Representations of Analytic Functions on Typical Domains in Terms of Local Values and Truncation Error Estimates....Pages 15-25
Uniqueness in Determining Damping Coefficients in Hyperbolic Equations....Pages 27-46
Analytic Continuation of Cauchy and Exponential Transforms....Pages 47-57
Analytic Function Spaces and their Applications to Nonlinear Evolution Equations....Pages 59-72
A Sampling Principle Associated with Saitoh’s Fundamental Theory of Linear Transformations....Pages 73-86
The Enclosure Method and its Applications....Pages 87-103
On Analytic Properties of a Multiple L -Function....Pages 105-122
Multi-dimensional Inverse Scattering Theory....Pages 123-167
Holomorphic Spaces Related to Orthogonal Polynomials and Analytic Continuation of Functions....Pages 169-187
Extension and Division on Complex Manifolds....Pages 189-206
Analytic Extension Formulas, Integral Transforms and Reproducing Kernels....Pages 207-232
Analytic Continuation beyond the Ideal Boundary....Pages 233-250
Justification of a Formal Derivation of the Euler-Maclaurin Summation Formula....Pages 251-261
Extension of Löwner-Heinz Inequality Via Analytic Continuation....Pages 263-270
The Calogero-Moser Model, the Calogero Model and Analytic Extension....Pages 271-285
Back Matter....Pages 287-287