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A novel approach for numeric study of 2D biological population model

机译:二维生物种群模型数值研究的新方法

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In the present paper, the modified cubic B-spline differential quadrature method (MCB-DQM) has been implemented for the numerical computation of two-dimensional biological population model (BPM). The method is based on differential quadrature in which the weighting coefficients are computed by using MCB as a set of basis functions. We present three test problems to confirm the efficiency and accuracy of the method for BPM, which shows that the MCB-DQM solutions are in good agreement with the results obtained by the recent schemes: improved element-free Galerkin method by Zhang et al. and element-free kp-Ritz method by Cheng et al. The order of convergence of MCB-DQM for the solutions of BPM is shown to be quadratic.
机译:本文采用改进的三次B样条微分求积法(MCB-DQM)对二维生物种群模型(BPM)进行数值计算。该方法基于微分正交,其中通过使用MCB作为一组基函数来计算加权系数。我们提出了三个测试问题以确认BPM方法的效率和准确性,这表明MCB-DQM解决方案与最新方案获得的结果非常吻合:Zhang等人的改进无元素Galerkin方法。以及Cheng等人的无元素kp-Ritz方法。对于BPM的解,MCB-DQM的收敛顺序被证明是二次的。

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