论文标题
几乎像Ricci一样的孤子子，具有恒定长度的扭曲垂直电势，几乎是接触b-件歧管
Almost Ricci-like solitons with torse-forming vertical potential of constant length on almost contact B-metric manifolds
论文作者
论文摘要
研究了带有Torse形成电势的Ricci样孤子的概括，这是Reeb Vector Field的恒定倍数。给出了这些孤子等同于几乎类似爱因斯坦的指标的条件。对于平行的对称二阶协变张量，获得了一些结果。最后，给出了一个任意维度的明确示例，并说明了一些结果。
A generalization of Ricci-like solitons with torse-forming potential, which is a constant multiple of the Reeb vector field, is studied. The conditions under which these solitons are equivalent to almost Einstein-like metrics are given. Some results are obtained for a parallel symmetric second-order covariant tensor. Finally, an explicit example of an arbitrary dimension is given and some of the results are illustrated.
