# Browse by IITH Authors

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**13**.

## Article

Daptari, Soumitra and Paul, Tanmoy
(2022)
*Uniqueness of Hahnâ€“Banach extensions and some of its variants.*
Advances in Operator Theory, 7 (3).
ISSN 2662-2009

Daptari, Soumitra and Paul, Tanmoy and Rao, T. S. S. R. K.
(2021)
*Stability of unique Hahnâ€“Banach extensions and associated linear projections.*
Linear and Multilinear Algebra.
pp. 1-17.
ISSN 0308-1087

Daptari, Soumitra and Paul, Tanmoy
(2019)
*Some geometric properties of relative Chebyshev centres in
Banach spaces.*
Contemporary Mathematics, 737.
pp. 77-87.

Lalithambigai, S and Paul, Tanmoy and Shunmugaraj, P and Thota, V
(2017)
*Chebyshev centers and some geometric properties of Banach spaces.*
Journal of Mathematical Analysis and Applications, 449 (1).
pp. 926-938.
ISSN 0022-247X

Paul, Tanmoy
(2017)
*Various notions of best approximation property in spaces of Bochner integrable functions.*
Advances in Operator Theory, 2 (1).
pp. 59-77.
ISSN 2538-225X

Jayanarayanan, C R and Paul, Tanmoy
(2015)
*Strong proximinality and intersection properties of balls in Banach spaces.*
Journal of Mathematical Analysis and Applications, 426 (2).
pp. 1217-1231.
ISSN 0022-247X

Paul, Tanmoy
(2012)
*Almost ball remotal subspaces in Banach spaces.*
studia Mathematica.
ISSN 0039-3223

## Thesis

Teena, Thomas and Paul, Tanmoy
(2019)
*A study on Choquet's Theorems and their applications.*
Masters thesis, Indian institute of technology Hyderabad.

Raj, Shivam and Paul, Tanmoy
(2018)
*Analysis of Convex Functions.*
Masters thesis, Indian Institute of Technology Hyderabad.

Kumar, Adarsh and Paul, Tanmoy
(2018)
*Bases in Banach Spaces.*
Masters thesis, Indian Institute of Technology Hyderabad.

Banra, Abhiram and Paul, Tanmoy
(2018)
*Smoothness in Banach Space.*
Masters thesis, Indian Institute of Technology Hyderabad.

Yadav, Vijay and Paul, Tanmoy
(2016)
*On integration in branch spaces.*
Masters thesis, Indian Institute of Technology Hyderabad.

Digar, A and Paul, Tanmoy
(2015)
*Orthogonality in Banach Space and Almost Constrained Subspaces of Banach Space.*
Masters thesis, Indian Institute of Technology Hyderabad.