Clifford Algebras in Analysis and Related Topics Book

1	Acknowledgment	1
2	Conference Participants	3
3	Introduction	7
4	Problem Book	17
5	Clifford Algebras, Fourier Theory, Singular Integrals, and Harmonic Functions on Lipschitz Domains	33
6	Clifford Algebras and H[actual symbol not reproducible] Functional Calculi of Commuting Operators	89
7	Hypercomplex Variable Techniques in Harmonic Analysis	103
8	Some Applications of Conformal Covariance in Clifford Analysis	129
9	Singular Integrals with Monogenic Kernels on the m-Torus and their Lipschitz Perturbations	157
10	Scattering Theory for Orthogonal Wavelets	173
11	Acoustic Scattering, Galerkin Estimates and Clifford Algebras	199
12	Clifford Algebras, Hardy Spaces, and Compensated Compactness	217
13	Frame Decompositions of Form-Valued Hardy Spaces	239
14	Applications of Clifford Analysis to Inverse Scattering for the Linear Hierarchy in Several Space Dimensions	261
15	On Riemann-Hilbert Problems for Nonhomogeneous Dirac Equations in a Half Space of [actual symbol not reproducible]	285
16	Regularity and Approximation Results for the Maxwell Problem on C[superscript 1] and Lipschitz Domains	297
17	Continuity of Calderon-Zygmund Type Operators on the Predual of a Morrey Space	309
18	Neumann Type Problems for the Dirac Operator	321
19	The Hyperholomorphic Bergman Projector and its Properties	333
20	Multivector Solutions to the Hyperholomorphic Massive Dirac Equation	345
21	Mobius Transformations, Vahlen Matrices, and their Factorization	361