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Sugata Mondal
Observed name:
Mondal, Sugata
Institutions:
University of Thessaly,
Max Planck Institute for Mathematics,
University of Reading
Observed institutions:
Tata Institute of Fundamental Research,
Université Toulouse III - Paul Sabatier,
University of Thessaly,
Max Planck Society,
Indiana University Bloomington,
Max Planck Institute for Mathematics,
Indiana University,
University of Reading,
Institut de Mathématiques de Toulouse
show all 9
ORCID:
0000-0002-2236-971X
Observed ORCID:
0000-0002-2236-971X
OpenAlex ID:
A5075688129
Euclidean triangles have no hot spots
2019
·
Chris Judge
, Sugata Mondal
·
Annals of Mathematics
·
35
PDF
Erratum: Euclidean triangles have no hot spots
2022
·
Chris Judge
, Sugata Mondal
·
Annals of Mathematics
·
14
Small eigenvalues of surfaces of finite type
2017
·
Werner Ballmann
, Henrik Matthiesen
, et al.
·
Compositio Mathematica
·
13
PDF
Small eigenvalues of closed surfaces
2016
·
Werner Ballmann
, Henrik Matthiesen
, et al.
·
Journal of Differential Geometry
·
12
PDF
Full analytical solution of adapted polarisation state contrast imaging
2011
·
Debajyoti Upadhyay
, Sugata Mondal
, et al.
·
Optics Express
·
9
On largeness and multiplicity of the first eigenvalue of finite area hyperbolic surfaces
2015
·
Sugata Mondal
·
Mathematische Zeitschrift
·
7
PDF
On the spectral stability of finite coverings
2025
·
Ballmann, Werner
, Mondal, Sugata
, et al.
·
arXiv (Cornell University)
·
6
PDF
Critical points of Laplace eigenfunctions on polygons
2022
·
Chris Judge
, Sugata Mondal
·
Communications in Partial Differential Equations
·
6
PDF
Small eigenvalues of surfaces: old and new
2018
·
Werner Ballmann
, Henrik Matthiesen
, et al.
·
Notices of the International Consortium of Chinese Mathematicians
·
6
PDF
Systole and $\lambda_{2g–2}$ of closed hyperbolic surfaces of genus $g$
2014
·
Sugata Mondal
·
L’Enseignement Mathématique
·
6
PDF
Some remarks on critical sets of Laplace eigenfunctions
2025
·
Chris Judge
, Sugata Mondal
·
Annales mathématiques du Québec
·
5
PDF
On the analytic systole of Riemannian surfaces of finite type
2017
·
Werner Ballmann
, Henrik Matthiesen
, et al.
·
Geometric and Functional Analysis
·
5
PDF
On Topological Upper-Bounds on the Number of Small Cuspidal Eigenvalues of Hyperbolic Surfaces of Finite Area
2015
·
Sugata Mondal
·
International Mathematics Research Notices
·
3
PDF
A short note on Schiffer’s conjecture for a class of centrally symmetric convex domains in ℝ2
2025
·
Sugata Mondal
·
Journal d Analyse Mathématique
·
2
PDF
Rigidity of length-angle spectrum for closed hyperbolic surfaces
2017
·
Mondal, Sugata
·
arXiv (Cornell University)
·
2
PDF
Geodesics and nodal sets of Laplace eigenfunctions on hyperbolic manifolds
2016
·
Chris Judge
, Sugata Mondal
·
Proceedings of the American Mathematical Society
·
2
PDF
Small eigenvalues of hyperbolic surfaces
2013
·
Sugata Mondal
·
Thèses en ligne de l'Université Toulouse III (Université Toulouse III)
·
2
An arithmetic property of the set of angles between closed geodesics on hyperbolic surfaces of finite type
2017
·
Sugata Mondal
·
Geometriae Dedicata
·
1
PDF
Small eigenvalues of pseudo-Laplacians
2025
·
Ballmann, Werner
, Mondal, Sugata
, et al.
·
arXiv (Cornell University)
PDF
Spectral Instability of Coverings
2024
·
Werner Ballmann
, Sugata Mondal
·
International Mathematics Research Notices
Topological properties of eigenfunctions of Riemannian surfaces
2019
·
Sugata Mondal
·
Annales de la faculté des sciences de Toulouse Mathématiques
PDF
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Works count:
23
Citation count:
136
H-index:
6
I10-index:
4
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