FURI, MASSIMO
FURI, MASSIMO
Fisica e Astronomia
A continuation method on locally convex spaces and applications to ordinary differential equations on noncompact intervals
1987 M. Furi; M.P. Pera
A continuation principle for forced oscillations on differential manifolds
1986 M. Furi; M.P. Pera
A continuation principle for periodic solutions of forced motion equations on manifolds and applications to bifurcation theory
1993 M. Furi; M.P. Pera
A continuation principle for the forced spherical pendulum
1991 M. Furi; M.P. Pera
A continuation result for forced oscillations of constrained motion problems with infinite delay
2013 P. Benevieri; A. Calamai; M. Furi; M.P. Pera
A degree theory for a class of perturbed Fredholm maps
2005 P. Benevieri; A. Calamai; M. Furi
A degree theory for a class of perturbed Fredholm maps II
2006 P. Benevieri; A. Calamai; M. Furi
A degree theory for locally compact perturbations of Fredholm maps in Banach spaces
2006 P. Benevieri; M. Furi
A multidimensional version of Rolle's Theorem
1995 M. Furi; M. Martelli
A new spectrum for continuous nonlinear operators in Banach spaces
2009 A. Calamai; M. Furi; A. Vignoli
A new theme in nonlinear analysis: continuation and bifurcation of the unit eigenvectors of a perturbed linear operator
2011 R. Chiappinelli; M. Furi; M.P. Pera
A note on maps sending open sets into open sets
1990 M. Furi
A simple notion of orientability for Fredholm maps of index zero between Banach manifolds and degree theory
1998 P. Benevieri; M. Furi
About asymptotic problems for ordinary differential equations
1988 M. Cecchi; M. Furi; M. Marini
About the sign of oriented Fredholm operators between Banach spaces
2003 P. Benevieri; M. Furi; M.P. Pera; M. Spadini
About the solvability of ordinary differential equations with asymptotic boundary conditions
1985 M. Cecchi; M. Furi; M.Marini
An elementary approach to boundary value problems at resonance
1980 M. Furi; M.P. Pera
An extension of the notion of zero-epi maps to the context of topological spaces
2002 M. Furi; A. Vignoli
An infinite dimensional version of the intermediate value theorem
2023 PIERLUIGI BENEVIERI, ALESSANDRO CALAMAI, MASSIMO FURI, MARIA PATRIZIA PERA
An overview on spectral theory for nonlinear operators
2009 A. Calamai; M. Furi; A. Vignoli