Sfoglia per Rivista CALCOLO
Mostrati risultati da 1 a 7 di 7
A finite difference method for a boundary value problem related to the Kolmogorov equation
1995-01-01 Polidoro, Sergio; C., Mogavero
Error estimates for spectral approximation of linear advection equations over an ipercube
1983-01-01 Funaro, D.
An inexact Newton method for solving complementarity problems in hydrodynamic lubrication
2018-01-01 Mezzadri, F.; Galligani, E.
On the convergence rate of two projection methods for variational inequalities in R^n
1992-01-01 Zanni, Luca
On the equivalence between some projected and modulus-based splitting methods for linear complementarity problems
2019-01-01 Mezzadri, F.
Parallel models of computation: an introductory survey
1989-01-01 Leoncini, Mauro
Tight Complexity Bounds for the Two-Dimensional Real Knapsack
1999-01-01 V. E., Brimkov; S. S., Danchev; Leoncini, Mauro
Titolo | Data di pubblicazione | Autore(i) | File |
---|---|---|---|
A finite difference method for a boundary value problem related to the Kolmogorov equation | 1-gen-1995 | Polidoro, Sergio; C., Mogavero | |
Error estimates for spectral approximation of linear advection equations over an ipercube | 1-gen-1983 | Funaro, D. | |
An inexact Newton method for solving complementarity problems in hydrodynamic lubrication | 1-gen-2018 | Mezzadri, F.; Galligani, E. | |
On the convergence rate of two projection methods for variational inequalities in R^n | 1-gen-1992 | Zanni, Luca | |
On the equivalence between some projected and modulus-based splitting methods for linear complementarity problems | 1-gen-2019 | Mezzadri, F. | |
Parallel models of computation: an introductory survey | 1-gen-1989 | Leoncini, Mauro | |
Tight Complexity Bounds for the Two-Dimensional Real Knapsack | 1-gen-1999 | V. E., Brimkov; S. S., Danchev; Leoncini, Mauro |
Mostrati risultati da 1 a 7 di 7
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