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Original Articles

A fast method for solving second Order boundary value volterra Integro-differential equations

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Pages 121-129 | Published online: 19 Mar 2007

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S. S. Nemani & L. E. Garey. (2002) An Efficient Method for Second Order Boundary Value Problems with Two Point Boundary Conditions. International Journal of Computer Mathematics 79:9, pages 1001-1008.
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Articles from other publishers (14)

Qingqing Wu, Zhongshu Wu & Xiaoyan Zeng. (2021) A Jacobi Spectral Collocation Method for Solving Fractional Integro-Differential Equations. Communications on Applied Mathematics and Computation 3:3, pages 509-526.
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Behzad Nemati Saray. (2019) An efficient algorithm for solving Volterra integro-differential equations based on Alpert’s multi-wavelets Galerkin method. Journal of Computational and Applied Mathematics 348, pages 453-465.
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Chengjian Zhang & Cui Li. (2017) Generalized Störmer–Cowell Methods for Nonlinear BVPs of Second-Order Delay-Integro-Differential Equations. Journal of Scientific Computing 74:3, pages 1221-1240.
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Ji-Teng Jia & Tomohiro Sogabe. (2012) A novel algorithm for solving quasi penta-diagonal linear systems. Journal of Mathematical Chemistry 51:3, pages 881-889.
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Isabella Cravero, Giovanna Pittaluga & Laura Sacripante. (2011) An algorithm for solving linear Volterra integro-differential equations. Numerical Algorithms 60:1, pages 101-114.
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Pablo García-Risueño & Pablo Echenique. (2012) Linearly scaling direct method for accurately inverting sparse banded matrices. Journal of Physics A: Mathematical and Theoretical 45:6, pages 065204.
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L.E. Garey & S.S. Nemani. (2004) A parallel method for near-circulant penta-diagonal systems. A parallel method for near-circulant penta-diagonal systems.
S.S. Nemani & L.E. Garey. (2002) Parallel algorithms for solving tridiagonal and near-circulant systems. Applied Mathematics and Computation 130:2-3, pages 285-294.
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Igor Patlashenko, Dan Givoli & Paul Barbone. (2001) Time-stepping schemes for systems of Volterra integro-differential equations. Computer Methods in Applied Mechanics and Engineering 190:43-44, pages 5691-5718.
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L.E. Garey & R.E. Shaw. (2001) A parallel method for linear equations with tridiagonal Toeplitz coefficient matrices. Computers & Mathematics with Applications 42:1-2, pages 1-11.
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L.E. Garey. (2001) A parallel numerical algorithm for near symmetric and banded systems. Applied Mathematics and Computation 119:1, pages 99-108.
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L.E. Garey & R.E. Shaw. (2000) Solving banded and near symmetric systems. Applied Mathematics and Computation 115:2-3, pages 133-143.
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L.E. Garey & R.E. Shaw. (1999) A parallel algorithm for solving Toeplitz linear systems. Applied Mathematics and Computation 100:2-3, pages 241-247.
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L.E. Garey, C.J. Gladwin & R.E. Shaw. (1997) An approximate solution for a system with a symmetric matrix. Computers & Mathematics with Applications 34:12, pages 25-31.
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