Search Results - "Kusdiantara, R."

Unidirectional flow of symbiotic solitons and nonlinear modes of the Schrödinger equation with an external potential by Javed, A., Susanto, H., Kusdiantara, R., Kourakis, I.

“…The dynamics of bright–bright symbiotic solitons by a reflectionless double potential barrier in the framework of coupled nonlinear Schrödinger equations (i.e…”
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Snakes on Lieb lattice by Kusdiantara, R., Akbar, F. T., Nuraini, N., Gunara, B. E., Susanto, H.

“…We consider the discrete Allen–Cahn equation with cubic and quintic nonlinearity on the Lieb lattice. We study localized nonlinear solutions of the system that…”
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How Many Can You Infect? Simple (and Naive) Methods of Estimating the Reproduction Number by Susanto, H., Tjahjono, V.R., Hasan, A., Kasim, M.F., Nuraini, N., Putri, E.R.M., Kusdiantara, R., Kurniawan, H.

“…This is a pedagogical paper on estimating the number of people that can be infected by one infectious person during an epidemic outbreak, known as the…”
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Analysis of multistability in discrete quantum droplets and bubbles by Kusdiantara, R., Susanto, H., Adriano, F.T., Karjanto, N.

“…This study investigates the existence and stability of localized states in the discrete nonlinear Schrödinger equation with quadratic and cubic nonlinearities,…”
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Justification of the discrete nonlinear Schrödinger equation from a parametrically driven damped nonlinear Klein–Gordon equation and numerical comparisons by Muda, Y., Akbar, F.T., Kusdiantara, R., Gunara, B.E., Susanto, H.

“…We consider a damped, parametrically driven discrete nonlinear Klein–Gordon equation, that models coupled pendula and micromechanical arrays, among others. To…”
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Snakes in square, honeycomb, and triangular lattices by Kusdiantara, R, Susanto, H

“…We present a study of time-independent solutions of the two-dimensional discrete Allen-Cahn equation with cubic and quintic nonlinearity. Three different types…”
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Analysis of multistability in discrete quantum droplets and bubbles by Kusdiantara, R, Susanto, H, Adriano, T. F, Karjanto, N

“…Chaos, Solitons & Fractals 187 (2024): 115410 This study investigates the existence and stability of localized states in the discrete nonlinear Schr\"odinger…”
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Snakes on Lieb lattice by Kusdiantara, R, Akbar, F. T, Nuraini, N, Gunara, B. E, Susanto, H

“…J Nonlinear Sci 32, 59, 2022 We consider the discrete Allen-Cahn equation with cubic and quintic nonlinearity on the Lieb lattice. We study localized nonlinear…”
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A new estimation method for COVID-19 time-varying reproduction number using active cases by Hasan, A, Susanto, H, Tjahjono, V. R, Kusdiantara, R, Putri, E. R. M, Hadisoemarto, P, Nuraini, N

“…Sci Rep 12, 6675 (2022) We propose a new method to estimate the time-varying effective (or instantaneous) reproduction number of the novel coronavirus disease…”
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Justification of the discrete nonlinear Schr\"odinger equation from a parametrically driven damped nonlinear Klein-Gordon equation and numerical comparisons by Muda, Y, Akbar, F. T, Kusdiantara, R, Gunara, B. E, Susanto, H

“…Physics Letters A 383 (12), 1274-1282 (2019) We consider a damped, parametrically driven discrete nonlinear Klein-Gordon equation, that models coupled pendula…”
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How many can you infect? Simple (and naive) methods of estimating the reproduction number by Susanto, H, Tjahjono, V. R, Hasan, A, Kasim, M. F, Nuraini, N, Putri, E. R. M, Kusdiantara, R, Kurniawan, H

“…COMMUN. BIOMATH. SCI., VOL. 3, NO. 1, 2020, PP. 28-36, 2020 This is a pedagogical paper on estimating the number of people that can be infected by one…”
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Solitons in a chain of charge-parity-symmetric dimers by Kirikchi, O. B, Malomed, B. A, Karjanto, N, Kusdiantara, R, Susanto, H

“…Physical Review A 98, 063841 (2018) We consider an array of dual-core waveguides, which represent an optical realization of a chain of dimers, with an active…”
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Snakes and ghosts in a parity-time-symmetric chain of dimers by Susanto, H, Kusdiantara, R, Li, N, Kirikchi, O. B, Adzkiya, D, Putri, E. R. M, Asfihani, T

“…Phys. Rev. E 97, 062204 (2018) We consider linearly coupled discrete nonlinear Schr\"odinger equations with gain and loss terms and with a cubic-quintic…”
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