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Showing 10 out of a total of 27 results.
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A robust numerical method for a two-parameter singularly perturbed time delay parabolic problem
Sumit
;
Kumar, S.
;
Kuldeep
;
Kumar, M.
(
Springer
,
2020-09-01
)
Numerical solution of caputo-fabrizio time fractional distributed order reaction-diffusion equation via quasi wavelet based numerical method
Kumar, S.
;
Gómez-Aguilar, J.F.
(
Shahid Chamran University of Ahvaz
,
2020-09-01
)
Microstructural correlation with tensile and creep properties of AZ91 alloy in three casting techniques
Shastri, H.
;
Mondal, A.K.
;
Dutta, K.
;
Dieringa, H.
;
Kumar, S.
(
Elsevier Ltd
,
2020-09
)
Anomalous and topological Hall effect in Cu doped Sb2Te3topological insulator
Singh, A.
;
Gangwar, V.K.
;
Shahi, P.
;
Pal, D.
;
Singh, R.
;
Kumar, S.
;
Singh, S.
;
Gupta, S.K.
;
Kumar, S.K.
;
Kumar, S.
;
Cheng, J.
(
American Institute of Physics Inc.
,
2020-08-31
)
Zn doping induced band gap widening of Ag2O nanoparticles
De, A.K.
;
Majumdar, S.
;
Pal, S.
;
Kumar, S.
;
Sinha, I.
(
Elsevier Ltd
,
2020-08-15
)
A 2-D compact DC model for engineered nanowire JAM-MOSFETs valid for all operating regimes
Baral, K.
;
Singh, P.K.
;
Kumar, S.
;
Tripathi, M.R.
;
Singh, A.K.
;
Chander, S.
;
Jit, S.
(
Institute of Physics Publishing
,
2020-08
)
Bacterial protein azurin and derived peptides as potential anti-SARS-CoV-2 agents: insights from molecular docking and molecular dynamics simulations
Sasidharan, S.
;
Selvaraj, C.
;
Singh, S.K.
;
Dubey, V.K.
;
Kumar, S.
;
Fialho, A.M.
;
Saudagar, P.
(
Taylor and Francis Ltd.
,
2020
)
DOUBLE-QUASI-WAVELET NUMERICAL METHOD for the VARIABLE-ORDER TIME FRACTIONAL and RIESZ SPACE FRACTIONAL REACTION-DIFFUSION EQUATION INVOLVING DERIVATIVES in CAPUTO-FABRIZIO SENSE
Kumar, S.
;
Pandey, P.
;
Gómez-Aguilar, J.F.
;
Baleanu, D.
(
World Scientific
,
2020
)
Gegenbauer wavelet operational matrix method for solving variable-order non-linear reaction–diffusion and Galilei invariant advection–diffusion equations
Kumar, S.
;
Pandey, P.
;
Das, S.
(
Springer Science and Business Media, LLC
,
2020-12-01
)
Dynamics of a Particle Moving in One Dimensional Lorentz Lattice Gas
Kumar, S.
;
Mishra, S.
(
Springer New York LLC
,
2020-09-01
)
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Author
Kumar, S. (27)
Gómez-Aguilar, J.F. (4)
Baleanu, D. (3)
Gangwar, V.K. (3)
Pandey, P. (3)
Saket, R.K. (3)
Sanjeevikumar, P. (3)
Singh, P. (3)
Chatterjee, S. (2)
Dheer, D.K. (2)
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Subject
DFT calculations (2)
Fractional PDE (2)
Operational matrix (2)
reliability (2)
AZ91 (1)
AZ91 magnesium alloy; (1)
AZ91 Mg alloy (1)
azurin (1)
B-operator (1)
Bandgap widening (1)
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Date Issued
2020 (23)
2021 (4)
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