Multiple solutions of compact $H$-surfaces in Euclidean space | Zendy

Yuxin Ge | Zendy; Feng Zhou | Zendy

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Multiple solutions of compact $H$-surfaces in Euclidean space

Author(s) -

Yuxin Ge,

Feng Zhou

Publication year - 2003

Publication title -

topological methods in nonlinear analysis

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.623

H-Index - 23

ISSN - 1230-3429

DOI - 10.12775/tmna.2003.045

Subject(s) - mathematics , euclidean space , multiplicity (mathematics) , euclidean geometry , minimax , space (punctuation) , seven dimensional space , compact space , locally compact space , pure mathematics , euclidean distance matrix , topology (electrical circuits) , euclidean distance , mathematical analysis , combinatorics , geometry , mathematical optimization , computer science , operating system

We prove here the multiplicity results for the solutions of compact$H$-surfaces in Euclidean space.Some minimax methods and topological arguments are used for the existenceof such solutions in multiplyconnected domains.

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