MORET, IGOR
MORET, IGOR
Collaboratori
A continuation procedure based on projected Newton steps.
1989-01-01 Moret, Igor
A Krylov subspace method for nonlinear operator equations
1992-01-01 Moret, Igor; Omari, Pierpaolo
A method for the computation of nonsimple turning points corresponding to cusps.
1992-01-01 Moret, Igor
A note on Krylov methods for fractional evolution problems
2013-01-01 Moret, Igor
A note on Newton-type iterative methods
1984-01-01 Moret, Igor
A note on the superlinear convergence of GMRES.
1997-01-01 Moret, Igor
A projection method for computing turning points of nonlinear equations.
1992-01-01 Moret, Igor
A projection method for systems of ODEs.
1997-01-01 Celledoni, E; Moret, Igor
A projective direct method for the computation of Hopf bifurcation points.
1995-01-01 Moret, Igor; Torelli, Lucio
A projective Newton method for semilinear operator equations in Banach spaces
1990-01-01 Moret, Igor; Omari, Pierpaolo
A quasi-Newton method for solving fixed point problems in Hilbert spaces
1991-01-01 Moret, Igor; Omari, Pierpaolo
A rational Krylov method for solving time-periodic differential equations
2008-01-01 Moret, Igor; Novati, Paolo
An interpolatory approximation of the matrix exponential based on Faber polynomials.
2001-01-01 Moret, Igor; Novati, Paolo
An iterative variant of the degenerate kernel method for solving Fredholm integral equations
1989-01-01 Moret, Igor; Omari, Pierpaolo
Discrete Krylov subspace methods for equations of the second kind. 69, 351-369, 1998
1998-01-01 Moret, Igor
Error estimates for polynomial Krylov approximations to matrix functions
2009-01-01 Diele, F; Moret, Igor; Ragni, S.
Inexact quasi-Newton methods for sparse systems of nonlinear equations.
2001-01-01 Bergamaschi, L; Moret, Igor; Zilli, G.
Interpolating functions of matrices on zeros of quasi-kernel polynomials.
2005-01-01 Moret, Igor; Novati, Paolo
Iterative solution of integral equations by a quasi-Newton method
1987-01-01 Moret, Igor; Omari, Pierpaolo
Krylov subspace methods for functions of fractional differential operators
2019-01-01 Moret, Igor; Novati, Paolo