1) Rahul Poddar and Ramesh Sharma. On the Triviality of m-modified Conformal Vector Fields. Indagationes Mathematicae, pages 1-10, 2025, Link.
2) Erin Griffin, Rahul Poddar, Ramesh Sharma, and William Wylie. Extended Solitons of the Ambient Obstruction Flow. The Journal of Geometric Analysis, pages 1-28, 2025, Link .
3) Rahul Poddar, Ramesh Sharma, and Antonio W. Cunha. Some Rigidity Results on Non-Compact Almost Ricci Solitons. Journal of Mathematical Analysis and Applications, pages 1-12, 2025, Link .
4) Rahul Poddar, S. Balasubramanian, and Ramesh Sharma. Some Rigidity Results on q-solitons. Advances in Geometry, pages 1-10, 2025, Link .
5) Amalendu Ghosh, Ramesh Sharma, and Rahul Poddar. Recent Results on Ricci and Yamabe Solitons in Contact Geometry. Contemporary Mathematics, American Mathematical Society, pages 1-11, 2025, Link .
6) Rahul Poddar. On the Rigidity of Hyperbolic Ricci Solitons. International Journal of Geometric Methods in Modern Physics, pages 1-7, 2025, Link .
7) Rahul Poddar. On the Characterization of Ricci-Bourguignon Solitons. Annales Polonici Mathematici, pages 1-8, 2024, Link.
8) Rahul Poddar. Remarks on Cotton Solitons. Letters in Mathematical Physics, pages 1-8, 2024, Link.
9) Rahul Poddar, S. Balasubramanian, and Ramesh Sharma. Generalized m-Quasi Einstein Manifolds Admitting a Closed Conformal Vector Field. Annali di Matematica Pura ed Applicata, pages 1-11, 2023, Link.
10) Rahul Poddar, Ramesh Sharma, and S. Balasubramanian. Certain Classification Results on m-quasi Einstein Manifolds. Results in Mathematics, pages 1-14, 2023, Link.
11) Rahul Poddar, S. Balasubramanian, and Ramesh Sharma. Quasi-Einstein Manifolds Admitting Conformal Vector Fields. Colloquium Mathematicum, pages 1-7, 2023, Link.
12) Rahul Poddar, S. Balasubramanian, and Ramesh Sharma. Nearly Kaehler Manifolds Admitting a Closed Conformal Vector Field. Beitrage zur Algebra und Geometrie, pages 1–8, 2023, Link.
13) Rahul Poddar, S. Balasubramanian, and Ramesh Sharma. Rigidity Results on Generalized m-Quasi Einstein Manifolds with Associated Affine Killing Vector Field. International Electronic Journal of Geometry, pages 266-271, 2023, Link.
14) Rahul Poddar, S. Balasubramanian, and Ramesh Sharma. Yamabe Solitons in Contact Geometry. New Zealand Journal of Mathematics, pages 49-55, 2023, Link.
15) Rahul Poddar, Ramesh Sharma, and S. Balasubramanian. Notes on m-quasi Yamabe gradient solitons. Proceedings-Mathematical Sciences, pages 1-5, 2024, Link.
16) Rahul Poddar, S. Balasubramanian, and Ramesh Sharma. Almost Yamabe Solitons Satisfying Certain Conditions on the Potential Vector Field. Quaestiones Mathematicae, pages 1-9, 2024, Link.
17) Rahul Poddar, Ramesh Sharma, and S. Balasubramanian. Remarks on real and complex Yamabe solitons. Journal of Geometry, pages 1-6, 2024, Link.
1) Antonio W. Cunha, Antonio N. Silva Jr., and Rahul Poddar. Characterization of q-solitons under Trace conditions and Conformal vector fields (Submitted).
2) Rahul Poddar. A Liouville-type theorem for subharmonic functions and its applications to Quasi-Einstein Manifolds (Submitted).
3) Rahul Poddar. On Non-Compact Extended Bach Solitons (Submitted).