EXISTENCE THEORY FOR THE EQUATIONS (G'(Y))'=QF(T,Y,Y') AND (G'(Y)-PH(Y))'=-P'H(Y)+QF(T,Y)

[摘要] Existence results are reported for second-order problems of the form (G'(y))' = qf(t, y, y') and (G'(y) - pH(y))' = - p'H(y) + qf (t, y) with y satisfying Dirichlet or mixed boundary data. A Bernstein-Nagumo theory and a theory based on L(p) norms is presented. (C) 1994 Academic Press, Inc.

[发布日期] 1994-04-15