Sfoglia per Autore
On the existence of an unbounded connected set of solutions for nonlinear equations in Banach spaces
1979 M. Furi; M.P. Pera
An elementary approach to boundary value problems at resonance
1980 M. Furi; M.P. Pera
Components of positive solutions for nonlinear equations with several parameters
1982 M.Furi; M.P. Pera; A. Vignoli
On unbounded branches of solutions for nonlinear operator equations in the nonbifurcating case
1982 M. Furi; M.P. Pera
Nonbifurcating branches of forced oscillations for the differential system x'(t)=$\lambda f(t,x(t)), \lambda \ge 0$
1983 M. Furi; M.P. Pera
Co-bifurcating branches of solutions for nonlinear eigenvalue problems in Banach spaces
1983 M. Furi; M.P. Pera
Global branches of periodic solutions for forced differential equations on nonzero Euler characteristic manifolds
1984 M. Furi; M.P. Pera
On continuity and compactness of some nonlinear operators associated with differential equations in non-compact intervals
1985 M. Cecchi; M. Furi; M. Marini
About the solvability of ordinary differential equations with asymptotic boundary conditions
1985 M. Cecchi; M. Furi; M.Marini
Linear controllability by piecewise constant controls with assigned switching times
1985 M. Furi; P. Nistri; M. P. Pera; P. Zezza
Topological methods for the global controllability of nonlinear systems
1985 M. Furi; P. Nistri; M. P. Pera; P. Zezza
A continuation principle for forced oscillations on differential manifolds
1986 M. Furi; M.P. Pera
A continuation method on locally convex spaces and applications to ordinary differential equations on noncompact intervals
1987 M. Furi; M.P. Pera
On the fixed point index in locally convex spaces
1987 M. Furi; M.P. Pera
About asymptotic problems for ordinary differential equations
1988 M. Cecchi; M. Furi; M. Marini
A note on maps sending open sets into open sets
1990 M. Furi
On the existence of forced oscillations for the spherical pendulum
1990 M. Furi; M.P. Pera
On the mean Value Theorem, Inequality and Inclusion
1991 M. Furi; M. Martelli
The forced spherical pendulum does have forced oscillations
1991 M. Furi; M.P. Pera
A continuation principle for the forced spherical pendulum
1991 M. Furi; M.P. Pera
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