论文标题
爱因斯坦泊松扭曲产品空间的特征
Characterization of Einstein Poisson warped product space
论文作者
论文摘要
在本文中，我们研究了与伪 - 利曼尼亚泊松托管产品空间相关的翘曲功能的存在和不存在的问题，假设纤维空间具有恒定的标态曲率。我们通过取下基本空间的各个维度$ b $（即；（1）。$ dim b = 1，$（2）。$ dim b = 2，$（3）。
In this article, we study the problem of the existence and nonexistence of warping function associated with constant scalar curvature on pseudo-Riemannian Poisson warped product space under the assumption that fiber space has constant scalar curvature. We characterize the warping function on Einstein Poisson warped space by taking the various dimensions of base space $B$ (i.e; (1). $dim B=1,$ (2). $dim B=2,$ (3). $dim B\geq3$).
