Abhishek, AnujAnujAbhishekMishra, Rohit KumarRohit KumarMishraThakkar, ChandniChandniThakkar2025-08-282025-08-282025-02-01http://arxiv.org/abs/2502.02058https://d8.irins.org/handle/IITG2025/20173In this work, we study a set of generalized Radon transforms over symmetric m-tensor fields in Rn. The longitudinal/transversal Radon transform and corresponding weighted integral transforms for symmetric m-tensor field are introduced. We give the kernel descriptions for the longitudinal and transversal Radon transform. Further, we also prove that a symmetric m-tensor field can be recovered uniquely from certain combinations of these integral transforms of the unknown tensor field. This generalizes a recent study done for the recovery of vector fields from its weighted Radon transform data to recovery of a symmetric m-tensor field from analogously defined weighted Radon transforms.en-USTensor tomographyGeneralized radon transformWeighted integral transformSymmetric m-tensor fielde-Printe-Print123456789/555