RAUL ADRIAN OSET SINHA

Raul Adrian Oset Sinha is an Associate Professor in the Department of Mathematics at the Faculty of Mathematics, University of Valencia, Spain. His research is centered on singularity theory, differential geometry, and topology, particularly focusing on stable maps, geometric invariants, and the geometry of singular surfaces.

His work lies at the intersection of Geometry and Topology, Singularity Theory, and Global Analysis. He investigates the geometric structure of mappings from manifolds, especially in low dimensions, analyzing projections, curvature properties, and topological invariants of singular images.

The trends in his publications reveal a consistent focus on stable mappings, projections of surfaces, and classification of singularities. His recent work explores axial curvature, frontal surfaces, and augmentations, contributing to the understanding of geometric behavior in higher codimensions and corank-one settings.

He is a member of the research group GEOSING: Singularities, Generic Geometry and Applications, collaborating with leading experts such as M. A. S. Ruas, F. Tari, and K. Saji. His publications appear in journals like Mathematische Annalen, Advances in Geometry, and Journal of Singularities.

Oset Sinha earned his PhD from the University of Valencia in 2009 under the supervision of Dr. Maria del Carmen Romero Fuster. His thesis, Topological invariants of stable maps from 3-manifolds to three-space, laid the foundation for his ongoing research in singularity theory.

He has advised students and supervised research, though specific names are not listed. He actively collaborates internationally and contributes to the academic community through peer reviewing and editorial work.