Complex Analytic Methods for Partial Differential Equations: An Introductory Text

Complex Analytic Methods for Partial Differential Equations: An Introductory Text


Yazar H. Begehr
Yayınevi World Scientific Publishing Co Pte Ltd
ISBN 9789810215507
Baskı yılı 1994
Sayfa sayısı 250
Stok durumu Var    Stok detayları
Kargoya teslim Aynı gün kargo

This is an introductory text for beginners who have a basic knowledge in complex analysis, functional analysis and partial differential equations. The Riemann and Riemann-Hilbert boundary value problems are discussed for analytic functions, for generalized Cauchy-Riemann systems and for generalized Beltrami systems. Related problems, such as the Poincare problem, pseudoparabolic systems, half Dirichlet problems for the Dirac operator in Clifford analysis and elliptic second order equations are also considered. Estimates for solutions to linear equations existence and uniqueness results are thus available for related nonlinear problems; the method is explained by constructing entire solutions to nonlinear Beltrami equations.
Preface
1 Function theoretical tools 1
1.1 Cauchy integral 1
1.2 Green functions and Schwarz operators 18
1.3 Riemann boundary value problem 38
1.4 Riemann-Hilbert boundary value problem 45
2 Inhomogeneous Cauchy-Riemann systems 69
2.1 Integral representations 69
2.2 Properties of integral operators 74
3 Boundary value problems for generalized Beltrami equations 99
3.1 Generalized Beltrami equation 99
3.2 Riemann boundary value problem 114
3.3 Riemann-Hilbert boundary value problem 118
3.4 Poincare boundary value problem 144
3.5 Discontinuous boundary value problems 149
4 Other equations and systems related to the Beltrami equation 175
4.1 Initial boundary value problem for pseudoparabolic equations 175
4.2 Initial boundary value problem for a composite type system 184
4.3 Entire solution to nonlinear generalized Beltrami equations 194
5 Higher order complex differential equations and equations in several complex variables 203
5.1 Elliptic second order equations 203
5.2 Higher order equations 233
5.3 First order systems in two complex variables with analytic coefficients 239
5.4 The Schwarz-Poisson formula for polydiscs 252
References 257
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Axess
Axess

Taksit Taksit Tutarı Toplam Tutar
Tek çekim - 2994.14 TL
2 ay 1549.46 TL 3098.93 TL
3 ay 1052.94 TL 3158.81 TL
6 ay 561.40 TL 3368.40 TL
9 ay 399.22 TL 3592.96 TL
12 ay 323.12 TL 3877.41 TL

cardFinans
cardFinans

Taksit Taksit Tutarı Toplam Tutar
Tek çekim - 2994.14 TL
2 ay 1549.46 TL 3098.93 TL
3 ay 1052.94 TL 3158.81 TL
6 ay 561.40 TL 3368.40 TL
9 ay 399.22 TL 3592.96 TL
12 ay 323.12 TL 3877.41 TL

Bonus
Bonus

Taksit Taksit Tutarı Toplam Tutar
Tek çekim - 2994.14 TL
2 ay 1549.46 TL 3098.93 TL
3 ay 1052.94 TL 3158.81 TL
6 ay 561.40 TL 3368.40 TL
9 ay 399.22 TL 3592.96 TL
12 ay 323.12 TL 3877.41 TL

World
World

Taksit Taksit Tutarı Toplam Tutar
Tek çekim - 2994.14 TL
2 ay 1549.46 TL 3098.93 TL
3 ay 1052.94 TL 3158.81 TL
6 ay 561.40 TL 3368.40 TL
9 ay 399.22 TL 3592.96 TL
12 ay 323.12 TL 3877.41 TL

Maximum
Maximum

Taksit Taksit Tutarı Toplam Tutar
Tek çekim - 2994.14 TL
2 ay 1549.46 TL 3098.93 TL
3 ay 1052.94 TL 3158.81 TL
6 ay 561.40 TL 3368.40 TL
9 ay 399.22 TL 3592.96 TL
12 ay 323.12 TL 3877.41 TL

Paraf
Paraf

Taksit Taksit Tutarı Toplam Tutar
Tek çekim - 2994.14 TL
2 ay 1549.46 TL 3098.93 TL
3 ay 1052.94 TL 3158.81 TL
6 ay 561.40 TL 3368.40 TL
9 ay 399.22 TL 3592.96 TL
12 ay 323.12 TL 3877.41 TL

Kredi Kartı (Tek Çekim)
Kredi Kartı (Tek Çekim)

Taksit Taksit Tutar ı Toplam Tutar
Peşin - 2994.14 TL

Bonus, Maximum, Paraf, Cardfinans, Axess ve World özelliği olan tüm kartlar ile ödeme yapılabilir.