摘要
Let Ep^2+p(resp.E2^2+p) be a (2+p)-dimensional pseudo-Euclidean space with the index p (resp.2). The maximal spacelike or minimal timelike translation surfaces M^2 in Ep^2+p or E2^2+p are considered and a complete classification is given.
Let Ep^2+p(resp.E2^2+p) be a (2+p)-dimensional pseudo-Euclidean space with the index p (resp.2). The maximal spacelike or minimal timelike translation surfaces M^2 in Ep^2+p or E2^2+p are considered and a complete classification is given.
基金
theNationalFundforStudyingAbroad(2001498)