Browsing by Author "MANASEVICH, R"
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- ItemA FREDHOLM-LIKE RESULT FOR STRONGLY NONLINEAR 2ND-ORDER ODES(1994) GARCIAHUIDOBRO, M; MANASEVICH, R; ZANOLIN, F
- ItemA HOMOTOPIC DEFORMATION ALONG P OF A LERAY-SCHAUDER DEGREE RESULT AND EXISTENCE FOR (/U'/P-2U')'+F(T,U)=O, U(O)=U(T)=O, P-GREATER-THAN-1(1989) DELPINO, M; ELGUETA, M; MANASEVICH, R
- ItemGENERALIZING HARTMAN OSCILLATION RESULT FOR (/X'/P-2X')'+C(T)/X/P-2X= O,P GREATER-THAN 1(1991) DELPINO, M; ELGUETA, M; MANASEVICH, R
- ItemON A PSEUDO FUCIK SPECTRUM FOR STRONGLY NONLINEAR 2ND-ORDER ODES AND AN EXISTENCE RESULT(ELSEVIER SCIENCE BV, 1994) GARCIAHUIDOBRO, M; MANASEVICH, R; ZANOLIN, FWe study here the existence of solutions to the nonlinear Dirichlet problem (P): (phi(u'))' + f(t, u) = q(t), a.e. for t is an element of [a, b], u(a)=u(b)=0, where phi is an increasing odd homeomorphism of R, f:[a, b]XR --> R satisfies the Caratheodory assumptions and q is an element of L(1)([a, b], R).