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Department of Mathematics
VIT University
0416-2202322
dean.sas@vit.ac.in
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Publications - 2512
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Profiles (118)
Publications (2512)
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Publications (2512)
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Articles
Finite difference computation of free magneto-convective Powell-Eyring nanofluid flow over a permeable cylinder with variable thermal conductivity
G. Kumaran
,
Vallampati Ramachandra Prasad
,
...
,
Sivaraj R
(5 authors)
2021 | IOP Publishing Ltd
Articles
Entropy generation of peristaltic Eyring–Powell nanofluid flow in a vertical divergent channel for biomedical applications
H.T. Basha
and
Sivaraj R
2021 | SAGE Publications Ltd
Articles
On finite dimensionality of Chow groups
Kalyan Banerjee
2021 | Springer Science and Business Media Deutschland GmbH
Conferences
A Comparative Analysis of Multi-criteria Decision-Making Techniques to Optimize the Process Parameters in Electro Discharge Machine
J. Anitha
and
Raja Das
2021 | Springer Science and Business Media Deutschland GmbH
Articles
Influence of the changes in land-use and land cover on temperature over northern and north-eastern India
S. Nayak
,
S. Maity
,
Kuvar Satya Singh
,
...
,
S. Dutta
(5 authors)
2021 | MDPI AG
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Articles
On the weighted fractional integral inequalities for Chebyshev functionals
G. Rahman
,
K.S. Nisar
,
...
,
Vijayakumar V
(5 authors)
2021 | Springer Science and Business Media Deutschland GmbH
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PDF
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Articles
An existence result for an infinite system of implicit fractional integral equations via generalized Darbo’s fixed point theorem
A. Das
,
B. Hazarika
,
...
,
Vijayakumar V
(4 authors)
2021 | Springer Science and Business Media Deutschland GmbH
Conferences
Nonlinear Unsteady Marangoni Convection with Variable Properties
M. Sathish Kumar
,
C.S.K. Raju
,
...
,
Rushi Kumar B
and
G. Kumaran
(5 authors)
2021 | Springer
Journal
Experimental Study on GFRP Strips Strengthened New Two Stage Concrete Slabs under Falling Mass Collisions
Salaimanimagudam M.P
,
M. Loganaganandan
,
...
,
Karthikeyan K
(5 authors)
2021 | Springer Verlag
Articles
Bi-bazilevič functions of order ϑ + iδ associated with (P, q)− lucas polynomials
A. Amourah
,
B.A. Frasin
,
Murugusundaramoorthy G
and
T. Al-Hawary
2021 | American Institute of Mathematical Sciences
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