Dissertation > Excellent graduate degree dissertation topics show

Ball of topological characteristics Manifold Product Domains Singular Integral Equations

Author: ZengZhaoYun
Tutor: XuZhongYi
School: Nanchang University
Course: Basic mathematics
Keywords: Ultra Topolgical Product Characteristic manifold Singular integral equation Schwarz integral formula
CLC: O189.33
Type: Master's thesis
Year: 2007
Downloads: 11
Quote: 0
Read: Download Dissertation

Abstract


This paper defines two complex domain features ultra Topolgical Product Cauchy integral manifolds , and received Cauchy formula and the Schwarz integral formula , using the Schwarz integral formula defines a B-type and h-type points, two points are discussed in characteristic manifold limits. We also got a characteristic singular integral manifolds synthesis inversion formula and the formula and the two composite singular operator , and then discuss the relationship between the two kinds of operators . Finally, these results are discussed feature manifold with singular integral equations with constant coefficients .

Related Dissertations

  1. A Class of Singular Integral on Characteristic Manifold,O189.33
  2. The Singular Integral Equations with Variable Coefficients on the Domain Built by Complex Biballs,O175.6
  3. Kernel Hilbert singular integral equations and integral wavelet method,O175.5
  4. With a semi-infinite plane crack unilateral blunt force to explore,O346.1
  5. Investigation on the Periodically Debonding Along Interface,O346.1
  6. Two-Dimensional Contact Mechanics and Fretting Analysis of Functionally Graded Materials,O341
  7. Application of Wavelet in Operator Equation and Inverse Problem,O175
  8. A class of linear singular integral equations in several complex variables,O174.56
  9. Width of the semi-infinite crack stitching problems,O346.1
  10. On the Theory and Numerical Computation for the Boundary Problems of the First Order Elliptic Systems,O241.8
  11. Singular Integral Equation and Its Application in Fretting Fatigue,O175.5
  12. Superconvergence and Fast Methods for Fredholm Integral Equations of the Second Kind,O241.83
  13. Axi-Symmetric Contact Mechanics and Fretting Analysis of Functionally Graded Materials,O343.3
  14. Research on the Dynamic Response to Moving Loadings of Cracks in Multi-layered Mediums,O346.1
  15. Singular Integral Equation Method for the Crack Problem of Circular Region in Anti-Plane Elasticity,O175.2
  16. Anti-plane Problem for Elastic Interaction of Interface and Arbitrary Crack in Bimaterial,O341
  17. Contact Problem of Elastical Plane with Cracks,O302
  18. The Fracture Problem of Circular Symmetric on Elastic Disk,O346.1
  19. Numerical Solution of the Singular Integral Equation of the Anisotropic Medium with Inclined Cracks,O411.1
  20. Integral Transform Technique for the Stationary and Dynamic Collinear Cracks Problem in a Piezoelectric Strip,O29

CLC: > Mathematical sciences and chemical > Mathematics > Geometry, topology > Topology ( the situation in geometry ) > Analytic topology > Differentiable manifolds
© 2012 www.DissertationTopic.Net  Mobile