[PDF][PDF] Convergence of solutions of H-systems or how to blow bubbles
H Brezis, JM Coron - Archive for rational mechanics and analysis, 1985 - mat.ufpb.br
H Brezis, JM Coron
Archive for rational mechanics and analysis, 1985•mat.ufpb.brLet/'~ R a be a Jordan curve. The problem of finding surfaces of constant mean curvature
spanned by/'has been extensively studied, with a lengthy literature, including [2, 7, 8, 9, 18,
21, 22, 23, 26, 28, 29]. In particular, if/'(BR--a ball of radius R--with R< 1, it is known that
there exist surfaces of mean curvature one spanned by _P. Here, we deal only with surfaces
Z'parametrized on the unit disk s Ep~ 2; x 2+ y2< 1}, and thus Z= u (~) where u: a'---~ R, 3
satisfies,
spanned by/'has been extensively studied, with a lengthy literature, including [2, 7, 8, 9, 18,
21, 22, 23, 26, 28, 29]. In particular, if/'(BR--a ball of radius R--with R< 1, it is known that
there exist surfaces of mean curvature one spanned by _P. Here, we deal only with surfaces
Z'parametrized on the unit disk s Ep~ 2; x 2+ y2< 1}, and thus Z= u (~) where u: a'---~ R, 3
satisfies,
Let/'~ R a be a Jordan curve. The problem of finding surfaces of constant mean curvature spanned by/'has been extensively studied, with a lengthy literature, including [2, 7, 8, 9, 18, 21, 22, 23, 26, 28, 29]. In particular, if/'(BR--a ball of radius R--with R< 1, it is known that there exist surfaces of mean curvature one spanned by _P. Here, we deal only with surfaces Z'parametrized on the unit disk s Ep~ 2; x 2+ y2< 1}, and thus Z= u (~) where u: a'---~ R, 3 satisfies,
mat.ufpb.br
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