Scholarlink

This chapter aims to study the Ricci-soliton on the Kenmotsu manifold. Initially, we studied the Ricci Flow, Kenmotsu manifolds, M-projective curvature tensor, pseudo-projective curvature tensor, and semi-symmetric properties of Ricci tensor. We find some results satisfying some mathematical conditions like \(\hat{\mathcal {S}}(\xi ,X_1).\hat{\mathcal {R}}=0\) on Ricci tensor, \(\hat{\mathcal {R}}(\xi ,X_1).\hat{P}=0\) on Pseudo-Projective, and \(\hat{\mathcal {R}}(\xi ,X_1).\hat{M}=0\) on M-projective curvature tensors.

错误：搜索内容不能为空，请输入英文关键词
错误：关键词超出字数限制，请精简
高级检索

Computational Approach to Solve Ricci Solitons on Kenmotsu Manifolds

  • 章节

  • 发表日期：

    2025年

查看全文
  • Shivani Sundriyal

摘要

This chapter aims to study the Ricci-soliton on the Kenmotsu manifold. Initially, we studied the Ricci Flow, Kenmotsu manifolds, M-projective curvature tensor, pseudo-projective curvature tensor, and semi-symmetric properties of Ricci tensor. We find some results satisfying some mathematical conditions like \(\hat{\mathcal {S}}(\xi ,X_1).\hat{\mathcal {R}}=0\) on Ricci tensor, \(\hat{\mathcal {R}}(\xi ,X_1).\hat{P}=0\) on Pseudo-Projective, and \(\hat{\mathcal {R}}(\xi ,X_1).\hat{M}=0\) on M-projective curvature tensors.