Journal of Computational and Applied Mathematics （JACM） - Volume 196, Issue 1 论文列表
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| 卷期号： Volume 196, Issue 1 |
| 发布时间： 1 November 2006 |
| 卷期年份： 2006 |
| 卷期官网： https://www.sciencedirect.com/journal/journal-of-computational-and-applied-mathematics/vol/196/issue/1 |
本期论文列表
FM editors
C1 hierarchical Riesz bases of Lagrange type on Powell–Sabin triangulations
Interpolation of Lipschitz functions
Monotonicity-preserving interproximation of B–H-curves
A Sinc-collocation method with boundary treatment for two-dimensional elliptic boundary value problems
Periodic solutions of a nonautonomous predator–prey system with stage structure and time delays
Stochastically bounded solutions of a nonlinear stochastic differential equations
Locally optimal knots and tension parameters for exponential splines
A new adaptive mesh refinement strategy for numerically solving evolutionary PDE's
Application of space–time CE/SE method to shallow water magnetohydrodynamic equations
Numerical approximation to ζ(2n+1)
Existence and uniqueness of solutions for singular fourth-order boundary value problems
Multivariate approximation by a combination of modified Taylor polynomials
Analysis of two frictional viscoplastic contact problems with damage
Stability and bifurcation analysis for a delayed Lotka–Volterra predator–prey system
Erratum to “A new generalized Laguerre spectral approximation and its applications” [J. Comput. Appl. Math. 184 (2005) 382–403]
Extensions of some results of P. Humbert on Bezout's identity for classical orthogonal polynomials
Sinc collocation method with boundary treatment for two-point boundary value problems
On the coefficients that arise from Laplace's method
On a nonlinear parabolic equation involving Bessel's operator associated with a mixed inhomogeneous condition
One sided Hermite interpolation by piecewise different generalized polynomials
Fast iterative solution of elliptic control problems in wavelet discretization
On characterizations of classical polynomials
A note on the perturbation bounds of eigenspaces for Hermitian matrices