AAAAAA
Results:
1-9
|
Results: 9
Authors:
Groppi, M
Spiga, G
Citation: M. Groppi et G. Spiga, The Linear Boltzmann equation with inelastic scattering, APPL MATH L, 15(1), 2002, pp. 29-34
Authors:
Koller, W
Rossani, A
Schurrer, F
Spiga, G
Citation: W. Koller et al., A conservative multigroup approach to the nonlinear Boltzmann equation, MECH RES CO, 28(2), 2001, pp. 223-229
Authors:
Koller, W
Rossani, A
Schurrer, F
Spiga, G
Citation: W. Koller et al., Overlapping multigroup approach to a linear extended Boltzmann equation, Z ANG MATH, 52(2), 2001, pp. 231-253
Authors:
Groppi, M
Spiga, G
Citation: M. Groppi et G. Spiga, Kinetic theory of a chemically reacting gas with inelastic transitions, TRANSP THEO, 30(4-6), 2001, pp. 305-324
Authors:
Bobylev, AV
Caraffini, GL
Spiga, G
Citation: Av. Bobylev et al., Non-stationary two-dimensional potential flows by the Broadwell model equations, EUR J MEC B, 19(2), 2000, pp. 303-315
Authors:
Groppi, M
Rossani, A
Spiga, G
Citation: M. Groppi et al., Kinetic theory of a diatomic gas with reactions of dissociation and recombination through a transition state, J PHYS A, 33(48), 2000, pp. 8819-8833
Authors:
Banasiak, J
Frosali, G
Spiga, G
Citation: J. Banasiak et al., Inelastic scattering models in transport theory and their small mean free path analysis, MATH METH A, 23(2), 2000, pp. 121-145
Authors:
Iori, M
Nespi, G
Spiga, G
Citation: M. Iori et al., Analysis of a kinetic cellular model for tumor-immune system interaction, MATH COMP M, 29(8), 1999, pp. 117-129
Authors:
Groppi, M
Spiga, G
Citation: M. Groppi et G. Spiga, Kinetic approach to chemical reactions and inelastic transitions in a rarefied gas, J MATH CHEM, 26(1), 1999, pp. 197-219
Risultati:
1-9
|