Font Size: a A A
Keyword [Collocation method]
Result: 161 - 180 | Page: 9 of 10
161. The Research On Spectral-collocation Methods And Improved Convergence For Several Volterra Kinds Of Integral Differential Equations
162. Research On Spectral Methods For Delay Differential Equations And Integral Algebraic Equations
163. Collocation Methods For Solving Singular Integral Equations And Their Application In Inverse Boundary Value Problems
164. Numerical Methods For Highly Oscillatory Integrals And Integral Equations
165. Geometrically Nonlinear Analysis Of Geometrically Exact Euler-Bernoulli Beams Based On Isogeometric Collocation Method
166. Research On Three-dimensional Multiresolution Continuum Theory And Its Applications In Bone Materials Considering The Microstructure Randomness
167. Wavelet Numerical Solution Of Fredholm Integral Equation Of The Second Kind And Fisher Equation
168. Application Of RBF-PUM In Two-Dimensional Profile Steady Seepage Problem
169. Using Partition Of Unity Collocation Method To Solve The Problem Of Two-Dimensional Unsteady Groundwater Flow
170. A Regular Domain Collocation Method Based On Barycentric Lagrange Interpolation For Solving Elastic Plane Problems In Irregular-region
171. Collocation Method Based On Bernstein Polynomials For The Solution Of High-Order Differential Equations
172. The Research And Its Related Applications On Modified Collocation Method For Integral Equations Of Second Kind With Weakly Singular Kernel
173. Birkhoff Collocation Methods For Fourth-order Integro-differential Equations
174. Research On Several Numerical Methods For Elliptic Equation
175. The Research Of Meshfree Barycentric Interpolation Collocation Method In Some Partial Differential Equations
176. Error Estimate Of Legendre Collocation Methods For Volterra Proportional Delay Integro-differential Equations
177. Collocation Methods For Second Kind Of Fractional Fredholm Integral Equations
178. Sloping Haar Wavelets Numerical Method For Solving Evolution Equations
179. Barycentric Interpolation Collocation Method Based On Mixed Displacement-stress Formulation For Solving Plane Elastic Problems
180. Study On Finite Point Method For Solving Convection Diffusion Equation
  <<First  <Prev  Next>  Last>>  Jump to