Design of an iterative solution module for a parallel sparse matrix library (P-SPARSLIP) The authors develop a portable FORTRAN routine for sparse matrix computation. It emphasizes iterative techniques but it is not a parallel iterative package and uses reverse communication mechanism. Finally examples of the use of iterative solvers on different types of machines are presented to demonstrate the portability and flexibility of the routines. It is an excellent paper.

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  1. Hicken, Jason E.; Zingg, David W.: A simplified and flexible variant of GCROT for solving nonsymmetric linear systems (2010)
  2. Seoane, Natalia; García-Loureiro, Antonio; Aldegunde, Manuel: Optimization of linear systems for 3D parallel simulation of semiconductor devices: Application to statistical studies (2009)
  3. Aldegunde, Manuel; García-Loureiro, Antonio J.; Kalna, Karol: Development of a 3D parallel finite element Monte Carlo simulator for nano-mosfets (2008)
  4. Bergamaschi, Luca; Martínez, Ángeles; Pini, Giorgio: Parallel preconditioned conjugate gradient optimization of the Rayleigh quotient for the solution of sparse eigenproblems (2006)
  5. Meyer, Christian: Optimal control of semilinear elliptic equations with applications to sublimation crystal growth (2006)
  6. Seoane, Natalia; García-Loureiro, Antonio J.: Study of parallel numerical methods for semiconductor device simulation (2006)
  7. Čiegis, Raimondas: Analysis of parallel preconditioned conjugate gradient algorithms (2005)
  8. García-Loureiro, A.J.; Kalna, K.; Asenov, A.: Efficient three-dimensional parallel simulations of PHEMTs (2005)
  9. Shadid, J.N.; Tuminaro, R.S.; Devine, K.D.; Hennigan, G.L.; Lin, P.T.: Performance of fully coupled domain decomposition preconditioners for finite element transport/reaction simulations (2005)
  10. García-Loureiro, Antonio J.; López-González, J. M.; Pena, Tomás F.: A parallel 3D semiconductor device simulator for gradual heterojunction bipolar transistors (2003)
  11. Soulaimani, A.; Wong, T.; Azami, Y.; BenElhaj-ali, A.: An object-oriented approach for building PC clusters (2003)
  12. Adlerborn, Björn; Dackland, Krister; Kågström, Bo: Parallel and blocked algorithms for reduction of a regular matrix pair to hessenberg-triangular and generalized Schur forms (2002)
  13. Little, L.; Li, Z.; Choi, H. G.; Saad, Y.: Particle partitioning strategies for the parallel computation of solid-liquid flows. (2002)
  14. Saad, Y.; Sosonkina, M.: pARMS: A package for solving general sparse linear systems on parallel computers (2002)
  15. Shen, Chi; Zhang, Jun: Parallel two level block ILU preconditioning techniques for solving large sparse linear systems (2002)
  16. Geus, R.; Röllin, S.: Towards a fast parallel sparse symmetric matrix-vector multiplication (2001)
  17. Saad, Y.: Parallel iterative methods for sparse linear systems (2001)
  18. Soulaimani, Azzeddine; Saad, Yousef; Rebaine, Ali: An edge-based stabilized finite element method for solving compressible flows: formulation and parallel implementation. (2001)
  19. Dutto, Laura C.; Lepage, Claude Y.; Habashi, Wagdi G.: Effect of the storage format of sparse linear systems on parallel CFD computations (2000)
  20. Saad, Yousef; Sosonkina, Maria: Distributed Schur complement techniques for general sparse linear systems (2000)

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