Ebook: Introduction to the Theory of Singular Integral Operators with Shift
- Tags: Integral Equations, Operator Theory, Difference and Functional Equations, Special Functions, Functions of a Complex Variable
- Series: Mathematics and Its Applications 289
- Year: 1994
- Publisher: Springer Netherlands
- Edition: 1
- Language: English
- pdf
This book is devoted to the Fredholm theory of singular integral operators with shift in Lp, 1<p
Content:
Front Matter....Pages i-xvi
Background Information....Pages 1-36
Noetherity criterion and a formula for the index of a singular integral functional operator of first order in the continuous case....Pages 37-100
The Noether theory of a singular integral functional operator of finite order in the continuous case....Pages 101-160
The Noether theory of singular integral functional operators with continuous coefficients on a non-closed contour....Pages 161-210
The Noether theory in algebras of singular integral functional operators....Pages 211-264
Back Matter....Pages 265-288
Content:
Front Matter....Pages i-xvi
Background Information....Pages 1-36
Noetherity criterion and a formula for the index of a singular integral functional operator of first order in the continuous case....Pages 37-100
The Noether theory of a singular integral functional operator of finite order in the continuous case....Pages 101-160
The Noether theory of singular integral functional operators with continuous coefficients on a non-closed contour....Pages 161-210
The Noether theory in algebras of singular integral functional operators....Pages 211-264
Back Matter....Pages 265-288
....
Content:
Front Matter....Pages i-xvi
Background Information....Pages 1-36
Noetherity criterion and a formula for the index of a singular integral functional operator of first order in the continuous case....Pages 37-100
The Noether theory of a singular integral functional operator of finite order in the continuous case....Pages 101-160
The Noether theory of singular integral functional operators with continuous coefficients on a non-closed contour....Pages 161-210
The Noether theory in algebras of singular integral functional operators....Pages 211-264
Back Matter....Pages 265-288
Content:
Front Matter....Pages i-xvi
Background Information....Pages 1-36
Noetherity criterion and a formula for the index of a singular integral functional operator of first order in the continuous case....Pages 37-100
The Noether theory of a singular integral functional operator of finite order in the continuous case....Pages 101-160
The Noether theory of singular integral functional operators with continuous coefficients on a non-closed contour....Pages 161-210
The Noether theory in algebras of singular integral functional operators....Pages 211-264
Back Matter....Pages 265-288
....
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