Optimum stationary and nonstationary iterative methods for the solution of singular linear systems

Author:

Hadjidimos A.

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computational Mathematics

Reference24 articles.

1. Avdelas, G.: A Second Order Stationary Scheme for Complex Linear Systems. Int. J. Comput. Math.14, 171?181 (1983)

2. Avdelas, G., Galanis, S., Hadjidimos, A.: On the Optimization of a Class of Second Order Iterative Schemes. BIT23, 50?64 (1983)

3. Avdelas, G., Hadjidimos, A.: Optimum Accelerated Overrelaxation Method in a Special Case. Math. Comput.36, 183?187 (1981)

4. Avdelas, G., Hadjidimos, A.: Optimum Second Order Stationary Extrapolated Iterative Schemes. Math. Comput. Simulation25, 189?198 (1983)

5. Barker, G.P., Plemmons, R.J.: Convergence of Gauss-Seidel Iterations for Computing Stationary Distributions of Markov Chains. In: Proceedings of the International Meeting on Linear Algebra and its Applications (J.M. Gracia, I. Zaballa, M.A. Beitia, eds.), Vasco, Universidad del Paris, pp. 96?116. Spain, Victoria, September 1983

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1. The saddle point problem and the Manteuffel algorithm;BIT Numerical Mathematics;2016-04-06

2. Semiconvergence of extrapolated iterative methods for singular linear systems;Journal of Computational and Applied Mathematics;1999-06

3. Modeling and analysis of communication systems based on computational methods for Markov chains;IEEE Journal on Selected Areas in Communications;1990-12

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