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20112026
most citedStudy of strongly nonlinear oscillators using the Aboodh transform and the homotopy perturbation method

32 citations

Showing 2020Show all

7 papers · 1 filter

physics.ed-ph2020★ 6 cited

Demonstration of synergic Fresnel and Fraunhofer diffraction for application to micrograting fabrication

Pritam P Shetty, Jayachandra Bingi

Diffraction is a manifestation of light at edge due to its wavelike nature. The well-known diffraction phenomena are Fresnel and Fraunhofer, they find variety of applications indiv…

cond-mat.mtrl-sci2020★ 7 cited

On the Origin of Precipitation of Transition Metals Implanted in MgO

Debolina Misra, Satyesh K. Yadav

Transition metals implanted in single crystal MgO can precipitate out at grain boundaries or remain embedded in bulk. Using first-principles calculations based on density functiona…

cs.CE2020★ 8 cited

Study of autonomous conservative oscillator using an improved perturbation method

C. F. Sagar Zephania, Tapas Sil

In a recent article \cite{manimegalai2019}, Aboodh transform based homotopy perturbation method () has been found to produce approximate analytical solutions in a simple way bu…

math.NA2020★ 1 cited

Convergence of two-stage iterative scheme for -weak regular splittings of type II with application to Covid-19 pandemic model

Vaibhav Shekhar, Nachiketa Mishra, Debasisha Mishra

Monotone matrices play a key role in the convergence theory of regular splittings and different types of weak regular splittings. If monotonicity fails, then it is difficult to gua…

cs.CV2020

Person Re-identification by analyzing Dynamic Variations in Gait Sequences

Sandesh Bharadwaj, Kunal Chanda

Gait recognition is a biometric technology that identifies individuals in a video sequence by analysing their style of walking or limb movement. However, this identification is gen…

math.NA2020★ 3 cited

Alternating Stationary Iterative Methods Based on Double Splittings

Ashish Kumar Nandi, Nachiketa Mishra, Debasisha Mishra

Matrix double splitting iterations are simple in implementation while solving real non-singular (rectangular) linear systems. In this paper, we present two Alternating Double Split…

quant-ph2020

Study of the sextic and decatic anharmonic oscillators using an interpolating scale function

K. Manimegalai, Swaraj Paul, M. M. Panja +1

Anharmonic oscillators with the sextic and decatic potentials are studied employing the refinable interpolating scale functions. This method yields highly accurate values of both e…