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Integrated First Degree

B.E.(Biotechnology)
B.E.(Chemical)
B.E.(Civil)
B.E.(Computer Science)
B.E.(Electrical and Electronics)
B.E.(Electronics and Communication)
B.E.(Electronics and Instrumentation)
B.E.(Manufacturing Engineering)
B.E.(Mechanical)
B.Pharm.(Pharmacy)
M.Sc.(Biological Sciences)
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M.Sc.(Economics)
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MBA (Master of Business Administration in Business Analytics)
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M.E.(Electrical with specialization in Power Electronics and Drives)
MBA (Master of Business Administration)
M.E. Civil – Water Resource Engineering
M. E. Computer Science with Specialization in Information Security with B.Sc. input
M.E. (Mechanical with specialization in Thermal Engineering)
M.E. Chemical Engineering (with specialization in Petroleum Engineering)
M.E. Electronics & Control
M.E. M.Pharm
M.E.(Biotechnology)
M.E.(Chemical)
M.E.(Civil with specialization in Infrastructure Engineering and Management)
M.E.(Civil with specialization in Structural Engineering)
M.E.(Civil with specialization in Transportation Engineering)
M.E.(Communication Engineering)
M.E.(Computer Science)
M.E.(Design Engineering)
M.E.(Embedded Systems)
M.E.(Manufacturing Systems Engineering)
M.E.(Mechanical)
M.E.(Microelectronics)
M.E.(Sanitation Science, Technology and Management)
M.E.(Software Systems)
M.Pharm.(Pharmaceutical Chemistry)
M.Pharm.(Pharmaceutics)
M.Pharm.(Pharmacology)
M.Pharm.(Pharmacy)
M.Sc. General Studies – Communication and Media Studies Stream
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MBA(Master of Business Administration In Business Analytics)

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Shailesh Trivedi

pilani Mathematics

Assistant Professor, Department of Mathematics, BITS Pilani, Pilani Campus

6068T, New Academic Block,
Department of Mathematics,
Birla Institute of Technology & Science, Pilani- 333031, Rajasthan. India.
shailesh.trivedi@pilani.bits-pilani.ac.in
+91-1596-255868
9120006071

Publications

  1. S. Ghara, S. Kumar and S. Trivedi, A short note on similarity of operator-valued multishifts, Archiv der Mathematik, (2024), https://doi.org/10.1007/s00013-024-02026-5.
  2. S. Trivedi, Bounded point evaluation for operators with the wandering subspace property, Journal of Operator Theory, 90 (2023), 191-208.
  3. S. Trivedi, Bounded point evaluation for a finitely multicyclic commuting tuple of operators, Bulletin des Sciences Mathematiques, 162 (2020), 20 pp.
  4. R. Gupta, S. Kumar and S. Trivedi, Unitary equivalence of operator-valued multishifts, Journal of Mathematical Analysis and Applications, 487 (2020), 23 pp.
  5. A. Anand, S. Chavan and S. Trivedi, Analytic m-isometries without the wandering subspace property,  Proceedings of the American Math. Soc., 148 (2020), 2129-2142.
  6. R. Gupta, S. Kumar and S. Trivedi, von Neumann's inequality for commuting operator-valued multishifts,   Proceedings of the American Math. Soc., 147 (2019), 2599-2608.
  7. S. Chavan, D. Pradhan and S. Trivedi, Classification of Drury-Arveson-type Hilbert modules associated with certain directed graphs, Journal of Operator Theory, 81 (2019), 21-60.
  8. S. Chavan, S. Podder and S. Trivedi, Commutants and reflexivity of multiplication tuples on vector-valued reproducing kernel Hilbert spaces, Journal of Mathematical Analysis and Applications, 466 (2018), 1337-1358.
  9. S. Chavan, D. Pradhan and S. Trivedi, Multishifts on directed Cartesian products of rooted directed trees,  Dissertationes Mathematicae, 527 (2017), 1-102.
  10. S. Chavan, D. Pradhan and S. Trivedi, Dirichlet Spaces Associated with Locally Finite Rooted Directed Trees,  Integral Equations and Operator Theory, 89 (2017), 209-232.
  11. S. Chavan and S. Trivedi, An Analytic Model for Left-Invertible Weighted Shifts on Directed Trees, Journal of London Mathematical Society, 94 (2016), 253-279.
  12. S. Trivedi and H. Chandra, Local spectral theory of Endomorphisms of the Disk Algebra, Demonstratio Mathematica, de Gruyter Open, 49 (2016), 95-106.
  13. S. Trivedi and H. Chandra, Local spectral properties of a Composition operator on Lp spaces, Journal of Indian Mathematical Society, 82 (2015), 219-226.
  14. S. Trivedi and H. Chandra, Decomposability of Weighted Composition Operators on Lp of Atomic Measure Space, Funct. Anal. Approx. Comput., 7 (2015), 1-13.
  15. S. Trivedi and H. Chandra, Some results on local spectral theory of Composition operators on lp spaces,   Matematicki Vesnik, 66 (2014), 294-300.
  1. A short note on similarity of operator-valued multishifts, Archiv der Mathematik, preprint, https://doi.org/10.1007/s00013-024-02026-5 (with S. Ghara and S. Kumar)
  2. Bounded point evaluation for operators with the wandering subspace property, Journal of Operator Theory, 90 (2023), 191-208.
  3. Bounded point evaluation for a finitely multicyclic commuting tuple of operators, Bulletin des Sciences Mathematiques, 162 (2020), 20 pp.
  4. Unitary equivalence of operator-valued multishifts, Journal of Mathematical Analysis and Applications, 487 (2020), 23 pp. (with R. Gupta and S. Kumar)
  5. Analytic m-isometries without the wandering subspace property, Proceedings of the American Math. Soc., 148 (2020), 2129-2142. (with A. Anand and S. Chavan)
  6. von Neumann’s inequality for commuting operator-valued multishifts, Proceedings of the American Math. Soc., 147 (2019), 2599-2608. (with R. Gupta and S. Kumar)
  7. Classification of Drury-Arveson-type Hilbert modules associated with certain directed graphs, Journal of Operator Theory, 81 (2019), 21-60. (with S. Chavan and D. Pradhan)
  8. Commutants and reflexivity of multiplication tuples on vector-valued reproducing kernel Hilbert spaces, Journal of Mathematical Analysis and Applications, 466 (2018), 1337-1358. (with S. Chavan and S. Podder)
  9. Multishifts on directed Cartesian products of rooted directed trees, Dissertationes Mathematicae, 527 (2017), 1-102. (with S. Chavan and D. Pradhan)
  10. Dirichlet Spaces Associated with Locally Finite Rooted Directed Trees, Integral Equations and Operator Theory, 89 (2017), 209-232. (with S. Chavan and D. Pradhan)
  11. An Analytic Model for Left-Invertible Weighted Shifts on Directed Trees, Journal of London Mathematical Society, 94 (2016), 253-279. (with S. Chavan)
  12. Local spectral theory of Endomorphisms of the Disk Algebra, Demonstratio Mathematica, de Gruyter Open, 49 (2016), 95-106. (with H. Chandra)
  13. Local spectral properties of a Composition operator on Lp spaces, Journal of Indian Mathematical Society, 82 (2015), 219-226. (with H. Chandra)
  14. Decomposability of Weighted Composition Operators on Lp of Atomic Measure Space, Funct. Anal. Approx. Comput. 7 (2015), 1-13. (with H. Chandra)
  15. Some results on local spectral theory of Composition operators on lp spaces, Matematicki Vesnik, 66 (2014), 294-300. (with H. Chandra)

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