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Sarbeswar Pal
Sarbeswar Pal
Verified email at iisertvm.ac.in
Title
Cited by
Cited by
Year
The wobbly divisors of the moduli space of rank-2 vector bundles
S Pal, C Pauly
Advances in Geometry 21 (4), 473-482, 2021
182021
Stability of syzygy bundles corresponding to stable vector bundles on algebraic surfaces
S Basu, S Pal
Bulletin des Sciences Mathématiques 189, 103358, 2023
62023
Non-emptiness of Brill–Noether loci over very general quintic hypersurface
K Dan, S Pal
Bulletin des Sciences Mathématiques 147, 83-91, 2018
62018
Locus of non-very stable bundles and its geometry
S Pal
Bulletin des Sciences Mathématiques 141 (8), 747-765, 2017
52017
Semistability of certain bundles on second symmetric power of a curve
K Dan, S Pal
Journal of Geometry and Physics 103, 37-42, 2016
42016
Irreducibility of moduli of vector bundles over a very general sextic Surface
S Pal
arXiv preprint arXiv:2003.07036, 2020
32020
Classification of obstructed bundles over a very general sextic surface and Mestrano-Simpson conjecture
D Bhattacharya, S Pal
Preprint https://arxiv. org/pdf/2003.06146. pdf, 2020
22020
Moduli of rank 2 stable bundles and Hecke curves
S Pal
Canadian Mathematical Bulletin 59 (4), 865-877, 2016
22016
On Drinfeld’s conjecture
S Pal
Preprint https://doi. org/10.48550/arXiv 2202, 0
2
Geometry of some moduli of bundles over a very general sextic surface for small second Chern classes and Mestrano-Simpson conjecture
D Bhattacharya, S Pal
Bulletin des Sciences Mathématiques 180, 103181, 2022
12022
An elementary proof of Lelli-Chiesa’s theorem on constancy of second coordinate of gonality sequence
S Pal
Proceedings-Mathematical Sciences 132 (1), 25, 2022
12022
On a Conjecture of Drinfeld
S Pal
arXiv preprint arXiv:2202.11874, 2022
12022
Moduli space of parabolic vector bundles over hyperelliptic curves
S Basu, S Pal
Proceedings-Mathematical Sciences 128, 1-9, 2018
12018
Existence of Ulrich bundle on some surfaces of general type
S Basu, S Pal
Journal of Algebra 640, 59-73, 2024
2024
Fano manifolds of Picard number one whose co-tangent bundle is algebraically completely integrable system and its endomorphisms
S Pal
arXiv preprint arXiv:2303.03665, 2023
2023
Lazarsfeld-Mukai Bundles on K3 Surfaces Associated with a Pencil Computing the Clifford Index
S Pal
Studia Scientiarum Mathematicarum Hungarica 59 (1), 67-74, 2022
2022
Existence of Ulrich Bundle on general Surfaces
S Basu, S Pal
arXiv preprint arXiv:2201.12734, 2022
2022
ON CONSTANCY OF SECOND CO-ORDINATE OF THE GONALITY SEQUENCE
S PAL
arXiv preprint arXiv:1708.00641, 2017
2017
On moduli space of Higgs GO (m, C) bundles over a Riemann surface
S Pal
JOURNAL OF THE RAMANUJAN MATHEMATICAL SOCIETY 26 (4), 369-382, 2011
2011
Geometry of the Hitchin Map [HBNI Th35]
S Pal
The Institute of Mathematical Sciences, 2011
2011
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