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Manoj Kumar
Manoj Kumar
Researcher
Adresse e-mail validée de physik.tu-chemnitz.de
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Ground-state morphologies in the random-field ising model: Scaling properties and non-porod behavior
GP Shrivastav, M Kumar, V Banerjee, S Puri
Physical Review E 90 (3), 032140, 2014
262014
Nonequilibrium phase transition in an Ising model without detailed balance
M Kumar, C Dasgupta
Physical Review E 102 (5), 052111, 2020
142020
Transport, correlations, and chaos in a classical disordered anharmonic chain
M Kumar, A Kundu, M Kulkarni, DA Huse, A Dhar
Physical Review E 102 (2), 022130, 2020
142020
Ordering kinetics in the random-bond model
M Kumar, S Chatterjee, R Paul, S Puri
Physical Review E 96 (4), 042127, 2017
142017
Approximate ground states of the random-field Potts model from graph cuts
M Kumar, R Kumar, M Weigel, V Banerjee, W Janke, S Puri
Physical Review E 97 (5), 053307, 2018
102018
Domain growth and aging in the random field model: A Monte Carlo study
R Agrawal, M Kumar, S Puri
Physical Review E 104 (4), 044123, 2021
92021
Coexistence of coarsening and mean field relaxation in the long-range Ising chain
F Corberi, A Iannone, M Kumar, E Lippiello, P Politi
SciPost Physics 10 (5), 109, 2021
82021
Random field Ising model in a uniform magnetic field: Ground states, pinned clusters and scaling laws
M Kumar, V Banerjee, S Puri
The European Physical Journal E 40, 1-9, 2017
72017
Growth kinetics and aging phenomena in a frustrated system
M Kumar, F Corberi, E Lippiello, S Puri
The European Physical Journal B 93 (5), 88, 2020
52020
Critical behavior of the three-state random-field Potts model in three dimensions
M Kumar, V Banerjee, S Puri, M Weigel
Physical Review Research 4 (4), L042041, 2022
42022
Domain statistics in the relaxation of the one-dimensional Ising model with strong long-range interactions
F Corberi, M Kumar, E Lippiello, P Politi
Chaos, Solitons & Fractals 173, 113681, 2023
32023
Equilibrium structure and off-equilibrium kinetics of a magnet with tunable frustration
F Corberi, M Kumar, S Puri, E Lippiello
Physical Review E 95 (6), 062136, 2017
32017
Random field Ising model with conserved kinetics: Super-universality violation, logarithmic growth law and the generalized Tomita sum rule
M Kumar, V Banerjee, S Puri
Europhysics Letters 117 (1), 10012, 2017
32017
Quasi-exact ground-state extrapolation for the random-field Potts model
M Kumar, M Weigel
Computer Physics Communications 286, 108685, 2023
22023
Effects of frustration on fluctuation-dissipation relations
F Corberi, M Kumar, E Lippiello, S Puri
Physical Review E 99 (1), 012131, 2019
22019
Random field ising models: fractal interfaces and their implications
A Bupathy, M Kumar, V Banerjee, S Puri
Journal of Physics: Conference Series 905 (1), 012025, 2017
22017
On the comparison of optimization algorithms for the random-field Potts model
M Kumar, M Weigel
Journal of Physics: Conference Series 2241 (1), 012003, 2022
12022
Quasi-exact ground-state algorithm for the random-field Potts model
M Kumar, M Weigel
arXiv preprint arXiv:2204.11745, 2022
2022
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