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Ashisha Kumar
Observed names:
A.S.Mohan Kumar,
Kumar, Ashisha
Institution:
Indian Institute of Technology Indore
Observed institutions:
Indian Institute of Science Bangalore,
Indian Institute of Technology Indore,
Indian Institute of Technology Kanpur
OpenAlex ID:
A5041106461
Raman spectroscopy for study of interplay between phonon confinement and Fano effect in silicon nanowires
2015
·
Shailendra K. Saxena
, Rupnayan Borah
, et al.
·
Journal of Raman Spectroscopy
·
56
Size dependence of Raman line-shape parameters due to confined phonons in silicon nanowires
2020
·
Km Neeshu
, Chanchal Rani
, et al.
·
Advances in Materials and Processing Technologies
·
16
PDF
Weighted estimates for the k-plane transform of radial functions on euclidean spaces
2011
·
Ashisha Kumar
, Swagato K. Ray
·
Israel Journal of Mathematics
·
6
Are Guessing, Source Coding and Tasks Partitioning Birds of A Feather?
2022
·
M. Ashok Kumar
, Albert Sunny
, et al.
·
Entropy
·
5
PDF
A Unified Framework for Problems on Guessing, Source Coding and Task Partitioning
2019
·
Kumar, M. Ashok
, Sunny, Albert
, et al.
·
arXiv (Cornell University)
·
5
PDF
Mixed norm estimate for Radon transform on weighted L p spaces
2010
·
Ashisha Kumar
, Swagato K. Ray
·
Proceedings - Mathematical Sciences
·
5
End point estimates for Radon transform of radial functions on non-Euclidean spaces
2014
·
Ashisha Kumar
, Swagato K. Ray
·
Monatshefte für Mathematik
·
3
PDF
A Unified Framework for Problems on Guessing, Source Coding, and Tasks Partitioning
2022
·
M. Ashok Kumar
, Albert Sunny
, et al.
·
IEEE International Symposium on Information Theory (ISIT)
·
2
End-point estimates of the totally-geodesic Radon transform on spaces of constant curvature: a unified approach
2025
·
Aniruddha Deshmukh
, Ashisha Kumar
·
Integral Transforms and Special Functions
·
1
PDF
Certain Weighted $L^p$-improving estimates for the totally-geodesic $k$-plane transform on simply connected spaces of constant curvature
2025
·
Deshmukh, Aniruddha
, Kumar, Ashisha
·
arXiv (Cornell University)
·
1
PDF
Roe–Strichartz theorem on two‐step nilpotent Lie groupsa
2023
·
Sayan Bagchi
, Ashisha Kumar
, et al.
·
Mathematische Nachrichten
·
1
PDF
Classification of pythagoras triples And How to generate them
2021
·
A.S.Mohan Kumar
·
Türk bilgisayar ve matematik eğitimi dergisi
·
1
PDF
Rigidity of angles in Inner product Spaces
2023
·
Deshmukh, Aniruddha
, Kumar, Ashisha
·
arXiv (Cornell University)
PDF
Roe- Strichartz Theorem on Two Step Nilpotent Lie Groups
2019
·
Bagchi, Sayan
, Kumar, Ashisha
, et al.
·
arXiv (Cornell University)
PDF
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Works count:
14
Citation count:
102
H-index:
5
I10-index:
2
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