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- W3596084 abstract "In this paper we use the linear theory developed in [8] and [9] to show the continuous dependence of the positive solutions of a general class of sublinear elliptic boundary value problems of mixed type with respect to the underlying domain. Our main theorem completes the results of Daners and Dancer [12] –and the references there in–, where the classical Robin problem was dealt with. Besides the fact that we are working with mixed non-classical boundary conditions, it must be mentioned that this paper is considering problems where bifurcation from infinity occurs; now a days, analyzing these general problems, where the coefficients are allowed to vary and eventually vanishing or changing sign, is focusing a great deal of attention –as they give rise to metasolutions (e.g.,[20])–." @default.
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- W3596084 date "2004-05-01" @default.
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- W3596084 title "Varying domains in a general class of sublinear elliptic problems" @default.
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