université de montréal développement de la méthode des ...

172
[Marleau et al., 2006b] Marleau, G., Hébert, A. & Roy, R. (2006b). A user’s guide
for DRAGON 3.05. Report IGE-174 Rev. 6, Institut de Génie Nucléaire, École
Polytechnique de Montréal, Montréal.
[Meurant, 1999] Meurant, G. (1999). Computer Solution of Large Linear Systems,
volume 28 of Studies in Mathematics and its Applications. North Holland.
[Park & Cho, 2004] Park, Y. R. & Cho, N. Z. (2004). Coarse-mesh angular dependent
rebalance acceleration of the discrete ordinates transport calculations.
Nuclear Science and Engineering, 148:355–373.
[Patton, 1996] Patton, B. W. (1996). Application of Krylov Subspace Iterative
Techniques to the Numerical Solution of the Neutron Transport Equation. PhD
thesis, University of Michigan, Ann Arbor.
[Roy, 1991] Roy, R. (1991). Anisotropic scattering for integral transport codes.
Part2: Cyclic tracking and its application to XY lattices. Annals of Nuclear
Energy, 18:511–524.
[Roy, 1998] Roy, R. (1998). The cyclic characteristics method. In Proc. of Int.
Conf. in Physics of Nuclear Science and Technology PHYSOR 1998, Long Island.
ANS.
[Roy, 1999] Roy, R. (1999). The cyclic characteristics method with anisotropic
scattering. In Proc. of Int. Conf. on Mathematics and Computation, Reactors
Physics and Environmental Analysis in Nuclear Applications M&C 1999, volume
2, pages 1225–1234, Madrid. ANS.
[Roy & Hébert, 2000] Roy, R. & Hébert, A. (2000). The GAN generalized driver.
Report IGE-158, Institut de Genie Nucléaire, École Polytechnique de Montréal,
Montréal.