Preface

Chapter 1. Holomorphic Vectors in m - dimensional Euclidean Space

1.1 Matrix D(1; 2; …; m; N) classes

1.2 Holomorphic vectors in Rm space

1.3 Cauchy Integral Theory

1.4 The Cauchy Integral Type

Chapter 2. Holomorphic Functions Taking Values in Clifford Algebras

2.1 Clifford algebras

2.2 The Inversible Subspaces

2.3 Canonical differential operator and Holomorphic functions taking values in Cli ord algebras

2.4 Cauchy Integral Theory

2.5 Cauchy Integral Type

2.6 Matrix associate with holomorphic functions taking values in Clifford algebras

Chapter 3. A class of First order Elliptic system

3.1 Fundamental solution of equation

3.2 Some properties of TGf operator

3.3 Distributional Derivative

3.4 Distributional solution of a class of  rst order elliptic system

References