摘要
Suppose H~* is a real function in some region of R^3. By prescribing two conditions onH~*, one can find a surface, which is homeomorphic to a primary closed surface with anarbitrary genus in R^3 and whose mean curvature is given by H~*.
Suppose H~* is a real function in some region of R^3. By prescribing two conditions onH~*, one can find a surface, which is homeomorphic to a primary closed surface with anarbitrary genus in R^3 and whose mean curvature is given by H~*.
