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Book Categories |
Preface | ||
1 | Nevanlinna theory and Diophantine approximations | 1 |
2 | In Ramanujan's Shadow | 21 |
3 | Holomorphic functions on the Lie ball and related topics | 35 |
4 | Invariance of Plurigenera and Torsion-Freeness of Direct Image Sheaves of Pluricanonial Bundles | 45 |
5 | Maxwell's equations in Clifford calculus framework - an overview on the development | 85 |
6 | Generalized Analytic Functions and their contributions to the development of Mathematical Analysis | 101 |
7 | On q[subscript p] sequences | 117 |
8 | Reconstruction of an Analytic Function from a Sequence of Values: Existence and Regularization | 127 |
9 | p-adic Interpolation and Applications | 143 |
10 | Refined Order and the Paley Problem in Vector Spaces | 153 |
11 | Integral representation of p-adic functions | 169 |
12 | Malmquist-Yosida type theorems for algebraic differential equations | 181 |
13 | Transformation techniques for partial differential equations | 193 |
14 | Besov-type Characterizations for Quaternionic Bloch Functions | 207 |
15 | Bergman and Bauer Operators for Elliptic Equations in two Independent Variables | 221 |
16 | Some results on Q[subscript K]-type spaces | 245 |
17 | Representations in Polydomains | 255 |
18 | On B[superscript q] spaces of hyperholomorphic functions and the Bloch space in R[superscript 3] | 269 |
19 | Regeneration in complex, quaternion and Clifford analysis | 287 |
20 | A note on sesquilinear forms and the generalized uncertainty relations in algebras | 299 |
21 | The Hartogs Extension Theorem for the Multi-regular functions Taking Values in a Clifford algebra | 309 |
22 | The extension of entire functions of nuclear type on locally convex spaces | 323 |
23 | Some Properties of the Inhomogeneous Generalized Cauchy-Riemann Systems in Quaternionic Algebra and its Applications | 331 |
24 | The Fundamental Solution of the Hyperbolic Dirac-Equation | 345 |
25 | Inhomogeneous ordinary differential equations and local cohomologies and residues | 361 |
26 | Infinite dimensional CR catagory | 371 |
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Add Finite or Infinite Dimensional Complex Analysis and Applications, There is almost no field in mathematics that does not use mathematical analysis. Computer methods in applied mathematics are often based on statements and procedures of mathematical analysis as well. An important part of mathematical analysis is complex a, Finite or Infinite Dimensional Complex Analysis and Applications to the inventory that you are selling on WonderClubX
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Add Finite or Infinite Dimensional Complex Analysis and Applications, There is almost no field in mathematics that does not use mathematical analysis. Computer methods in applied mathematics are often based on statements and procedures of mathematical analysis as well. An important part of mathematical analysis is complex a, Finite or Infinite Dimensional Complex Analysis and Applications to your collection on WonderClub |