Variable exponent p (x)-Kirchhoff type problem with variable potential and convection
Bosheng Xiao & Qiongfen Zhang (2023). Variable exponent p(x)-Kirchhoff type problem with variable potential and convection. International Journal of Mathematics, Statistics and Operations Research. 3(2), 187-199.
Some Norms of Toeplitz Matrices with the Generalized Balancing Numbers
Sevda Aktas, Yuksel Soykan (2023). Some Norms of Toeplitz Matrices with the Generalized Balancing Numbers. International Journal of Mathematics, Statistics and Operations Research. 3(2), 201-219.
WAVELETS ON A GENERAL BOUNDED DOMAIN
Abdellatif Jouini & Hatem Bibi (2023). Wavelets of a General Bounded Domain. International Journal of Mathematics, Statistics and Operations Research. 3(2), 221-234.
ON SECOND ORDER GRADIENT LIKE SYSTEM WITH PARTIALLY LOJASIEWICZ GRADIENT NONLINEARITY
L. Chergui (2023). On Second order Gradient Like System with Partially Lojasiewicz Gradient Nonlinearity. International Journal of Mathematics, Statistics and Operations Research. 3(2), 235-253.
N-Dimensional curve following for solving numerically systems of nonlinear equations
Katerina G. Hadjifotinou (2023). N-Dimensional curve following for solving numerically systems of nonlinear equations. International Journal of Mathematics, Statistics and Operations Research. 3(2), 255-279.
Sums and Generating Functions of Squares of Generalized Tribonacci Polynomials: Closed Formulas of...............
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THE DIRICHLET PROBLEM FOR THE BRINKMAN SYSTEM IN SOBOLEV SPACES
Dagmar Medkova (2023). The Dirichlet Problem for the Brinkman System in Sobolev Spaces. International Journal of Mathematics, Statistics and Operations Research. 3(2), 327-346.
Strong Amplitude-Modulated Excitation of Resonance Oscillations in Duffing-type Oscillator
A modified perturbation scheme is developed to investigate the effect of strong amplitude-modulated signal on the excitation of super- and sub-harmonic resonances in a Duffing-type system. The effect of varying amplitude of the primary and modulating signals on both super- and sub- harmonic frequency-response curves of the system have been investigated. The presence of modulating signal have been shown to induce newly generated super-harmonic resonance of order r = 4, 5, and 6 in the system.
KEYWORDS: Duffing-Helmholtz Equation, Amplitude Modulation, Secondary Resonance.
2020 MSC: 34A34, ,70K25, 70K28, 70K40
Anunay K Chaudhary, Saureesh Das, Pankaj Narang & M.K. Das (2023). Strong Amplitude-Modulated Excitation of Resonance Oscillations in Duffing-type Oscillator. International Journal of Mathematics, Statistics and Operations Research. 3(2), 347-356.