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Pencil powered faradaic electrode for Li-ion capacitors with high energy and wide temperature operation
Pencil powered faradaic electrode for Li-ion capacitors with high energy and wide temperature operation.
Publications IISER Tirupati
Featured Publications
Seismic attenuation at the Equatorial mid-Atlantic ridge constrained by local Rayleigh wave analysis from the PI-LAB experiment
Saikia, U., Rychert, C. A., Harmon, N., & Kendall, J. M. (2021). Seismic attenuation at the
Rationality of moduli spaces of stable bundles on curves over R
Majumder, S., & Sebastian, R. (2019). Rationality of moduli spaces of stable bundles on curves
Bergman kernel on Riemann surfaces and Kahler metric on symmetric products
Aryasomayajula, A., & Biswas, I. (2019). Bergman kernel on Riemann surfaces and Kahler metric on
On the orientability of compact hypersurfaces in Euclidean space
Gururaja, H. A., & Subhash, B. (2018). On the orientability of compact hypersurfaces in Euclidean
Estimates of automorphic cusp forms over quaternion algebras
Aryasomayajula, A., & Balasubramanyam, B. (2018). Estimates of automorphic cusp forms over quaternion algebras. International
Off-diagonal estimates of the Bergman kernel on hyperbolic Riemann surfaces of finite volume
Aryasomayajula, A., & Majumder, P. (2018). Off-diagonal estimates of the Bergman kernel on hyperbolic Riemann
Topology of Certain Quotient Spaces of Stiefel Manifolds
Basu, S. & Subhash, B. (2017). Topology of Certain Quotient Spaces of Stiefel Manifolds. Canadian Mathematical Bulletin, 60(2),
On the Fourier transform on function algebras on locally compact Abelian groups
Lavanya, R. L. (2017). On the Fourier transform on function algebras on locally compact Abelian
On certain geodesic conjugacies of flat cylinders
Aravinda, C. S., & Gururaja, H. A. (2017). On certain geodesic conjugacies of flat cylinders.
Heat Kernels, Bergman Kernels and Cusp Forms. In Aryasomayajula A., Biswas I., Morye A. S., Parameswaran A. J. (Eds.),
Aryasomayajula, A. (2017). Heat Kernels, Bergman Kernels and Cusp Forms. In Aryasomayajula A., Biswas I.,
