I. PD-Operators with Complex Arguments.- 1. PD-Operators with Constant Analytic Symbols.- 2. Fourier Transformation of Arbitrary Analytic Functions. Complex Fourier Method.- 3. PD-Equations whose Symbols are Formal Series.- II. The Cauchy Problem in the Complex Domain.- 4. Cauchy-Kovalevskaya Theory in Spaces of Analytic Functions with Pole-type Singularities.- 5. Exponential theory of the Cauchy problem.- 6. PD-Operators with Variable Analytic Symbols.- III. PD-Operators with Real Arguments.- 7. Spaces of Test Functions and Distributions.- 8. Analytic PD-operators with Real Arguments. Applications.- References.- Author Index.- Index of Basic Formulae.
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