Integral equations - Globe Thesis

Keyword [Integral equations] Result: 1 - 20 \| Page: 1 of 10
1.	Theory And Method Of Generalized Inverse Function-Valued Padé Approximation And Its Applications In Fredholm Integral Equations
2.	Integral Equation Methods For Inverse Problems And Boundary Value Problems In Mathematical Physics
3.	The Mechanical Quadrature Methods With The High Accuracy And Splitting Extrapolations For Solving Boundary Integral Equations Of The First Kind Of Scientific And Engineering Problems On Nonsmooth Domains
4.	Functional Valued Padé-type Approximant And Degeneracies Of Generalised Inverse Funtion-valued Padé Approximant And Applications In Integral Equations
5.	On The Numerical Solution For Singular Integral Equations With Cosecant Kernel
6.	The Super-convergence Methods For Solving First Kind Weakly Singular Volterra Integral Equations
7.	Researches On The Improved Meshless Local Boundary Integral Equation Methods
8.	Fluids Confined In Porous Materials
9.	Study On Solving Of Integral Equations With Mechanization
10.	The Method Of Padé Approximations And Their Applications In Integral Equations
11.	Superconvergence And Fast Methods For Fredholm Integral Equations Of The Second Kind
12.	Stochastic Volterra Type Integral Equations And Multivalued Stochastic Evolution Equations With Non-Lipschitz Coefficients
13.	A Meshless Galerkin Method Based On Boundary Integral Equations
14.	Computing Electromagnetic Scattering To Open Cavities By A Symmetric Coupling Of Finite Element And Boundary Integral Method
15.	Dynamic Properties For Some Differential (Integral) Equations
16.	The Stability Of Some Kinds Of Stochastic Delay Differential Equations And Stochastic Volterra Integral Equations
17.	Iterative Method Of Nonlinear Equations And Their Applications In Solving Differential And Integral Equations
18.	Wavelet Methods For Integral Equations
19.	Investigation Of Phase Instability And Correlation Lengths In Ionic Fluid
20.	A Self-adaptive Solver For Fredholm Integral Equations Of The Second Kind With Weakly Singular Kernels
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