M^n×R^m中面积有界的极小图的一个体积估计

A Estimate of the Volume of Mininimal Hypersurface in M^n × R^m

估计了支撑在相容区域Ω上面积有界的具有欧氏增长的极小图的体积.将艾伯特和罗森博格关于M^n×R中的极小图的结果推广到了M^n×R^m中.

It estimates the volume of an area-bounded minimal graph supported on Ω which is called admissible and it has Euclidean growth.This result generalizes the related results of Elbert and Rosenberg in M^n × R for minimal graphs to in M^n × R^m.