Dr. K. Palpandi
Dr. K. Palpandi
Asst. Professor (Grade II), Research Interests: Linear Algebra and Optimization
Office Address:
MAT 301, Department of Mathematics, NIT Calicut, Phone: 2703
B.Sc. Mathematics, Gandhigram Rural Institute-Deemed University, Dindigul
M.Sc. Mathematics, IIT Madras, Chennai.
Ph.D. from IIT Madras, Chennai.
Educational Qualifications
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B.Sc. Mathematics, Gandhigram Rural Institute-Deemed University, Dindigul
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M.Sc. Mathematics, IIT Madras, Chennai.
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Ph.D. from IIT Madras, Chennai.
Professional Experience
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Assistant Professor at MNIT Jaipur from 11th March 2019 to 9th August 2023.
PhD Guidance:
- Sonali Sharma (MNIT Jaipur), Some Contribution to Tensor Complementarity Problem-Completed
- Punit Kumar Yadav (MNIT Jaipur), Complementarity Problems-On Going.
- Keshav Saini (MNIT Jaipur), Spectral Graph Theory- On Going.
MSc Project Guidance (at MNIT Jaipur):
- Himanshi Lohit (2020) Spectrum of Adjacency Matrix.
- Kirtika (2020) A Study on Laplacian Spectrum of Graphs.
- Apurva Singh Rathore (2020) The Cone of Positive Semidefinite Matrices.
- Gargi Hadvani (2021) Kronecker Product and It's Applications.
- Lovely Gupta (2021) Generalized Inverse of a matrix.
- Vishal (2021) Positive Subdefinite Matrices.
- Keshav Saini (2022) Cayley Digraphs of Groups.
- Kriti Srivastava (2022) Distance matrix of a Graph.
- Varun Shrivastava (2022) Resistance Matrix of a Graph.
- Sonam Yadav (2023) Max-Plus Algebra.
- Shri Om Upadhyay (2023) A Study on Semimonotone Matrices.
Institute Level:
- Hostel Warden (August 2021-July 2022, MNIT Jaipur).
- SC/ST Cell Coordinator/Liaision Officer (July 2022- August 2023, MNIT Jaipur).
- Member, Internal Complaint Committee (ICC), (July 2022- August 2023, MNIT Jaipur).
Department Level:
- Website Management Coordinator (2019-2021, MNIT Jaipur).
- Alumni Affairs (2021-2022, MNIT Jaipur).
- Procurement In-charge (2022-2023, MNIT Jaipur).
Journals
- R. Balaji and K. Palpandi, On the Lipschitz continuity of the solution map in linear complementarity problems over second-order cone, Linear Algebra and Applications, 510, 146-159 (2016). DOI: https://doi.org/10.1016/j.laa.2016.08.019
- R. Balaji and K. Palpandi, Some new results for linear complementarity problems on proper and symmetric cones, Pacific Journal of Optimization, 13, 165-183 (2017). http://www.yokohamapublishers.jp/online2/oppjo/vol13/p165.html
- R. Balaji and K. Palpandi, Positive definite and Gram tensor complementarity problems, Optimization Letters, 1,1-10 (2018). DOI: https://doi.org/10.1007/s11590-017-1188-8
- K. Palpandi and Sonali Sharma, Tensor complementarity Problems with Finite Solutions Sets, Journal of Optimization Theory and applications, 190, 951-965 (2021). DOI: https://doi.org/10.1007/s10957-021-01917-9
- Sonali Sharma, K. Palpandi , Some Existence Results for the Generalized Tensor Absolute Value Equation. Journal of Filomat, 37(13) 4185-4194 (2023). DOI: https://doi.org/10.2298/FIL2313185S.
- Punit Kumar Yadav, K. Palpandi, Generalizations of R0 and SSM Properties for Extended Horizontal Linear Complementarity Problem, Journal of Optimization Theory and applications, 199:392-414 (2023) DOI: https://doi.org/10.1007/s10957-023-02262-9
- Sonali Sharma, K. Palpandi, Punit Kumar Yadav, Structure of the w-solution set of the tensor complementarity problem, Optimization-A Journal of Mathematical Programming and Operations Research, 1-24, (2023) DOI: https://doi.org/10.1080/02331934.2023.2245406
- Sonali Sharma, K. Palpandi, A Criterion for Q-tensors, Journal of Optimization Letters, 1-16 (2023) https://doi.org/10.1007/s11590-023-02074-w
- Punit Kumar Yadav, K. Palpandi, On finiteness of the solution set of Extended Horizontal Linear Complementarity Problem, (Accepted for Journal of Operartion Research Letters) (2023).
Communicated/Pre Print:
- Punit Kumar Yadav, Sonali Sharma, K. Paplandi, The Horizontal Tensor Complementarity Problems
- Punit Kumar Yadav, K. Palpandi, The Weighted Horizontal Linear complementarity Problems over Symmetric cone.
Books (Refereed)
Book Chapter:
- Yadav, P.K., Palpandi, K. (2023). The Range Column Sufficiency and the Pseudo-SSM Property of Linear Transformation on Euclidean Jordan Algebra, Applied Linear Algebra, Probability and Statistics. Indian Statistical Institute Series. Springer, Singapore. DOI: https://doi.org/10.1007/978-981-99-2310-6_25