| Preface v Part A. Differential Equations and Operator Theory Hodge Decompositions on Weakly Lipschitz Domains Monogenic Functions of Bounded Mean Oscillation in the Unit Ball Bp,q-Functions and their Harmonic Majorants Spherical Means and Distributions in Clifford Analysis Hypermonogenic Functions and their Cauchy-Type Theorems On Series Expansions of Hyperholomorphic Bq Functions Pointwise Convergence of Fourier Series on the Unit Sphere of R4 with the Quaternionic Setting Cauchy Kernels for some Conformally Flat Manifolds Clifford Analysis on the Space of Vectors, Bivectors and l-vectors Part B. Global Analysis and Differential Geometry Universal Bochner-Weitzenbock Formulas for Hyper-Kahlerian Gradients Cohomology Groups of Harmonic Spinors on Conformally Flat Manifolds Spin Geometry, Clifford Analysis, and Joint Seminormality A Mean Value Laplacian for Strongly Kahler--Finsler Manifolds Part C. Applications Non-commutative Determinants and Quatermonic Monge-Ampere Equations Galpern-Sobolev Type Equations with Non-constant Coefficients A Theory of Modular Forms in Clifford Analysis, their Applications and Perspectives Automated Geometric Theorem Proving, Clifford Bracket Algebra and Clifford Expansions Quaternion-valued Smooth Orthogonal Wavelets with Short Support and Symmetry |
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