Vol. 31 No. 1 (2024): Nonlinear Studies (NS)

Articles

• Assessment of respiratory disorders using MFCC and LPC applied to machine learning algorithms

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• Analysis of infected single species population model with delay in polluted environment Analysis of Infected Single Species Population Model

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• Modeling and optimal control analysis of influenza model Influenza Model

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• On a class of system of generalized neutral hyperbolic partial fractional differential equations

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• L^infinity solutions for anisotropic singular elliptic equation with convection term On Bounded Solutions for Anisotropic Singular Elliptic Equation

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• Some results on extended Hurwitz-Lerch zeta function

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• Coupled implicit impulsive fractional differential system within exponential kernel on generalized Banach space

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• Fixed function theorem via L- contraction in generalized metric space.

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• On occasionally weakly biased maps in unique common fixed-point consideration

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• Optimal solution of a fractional epidemic model of COVID-19

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• General decay of a Lord-Shulman thermoelastic system with nonlinear damping term

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• Stability and bifurcation analysis of an eco-epidemiological model with prey refuge

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• Rural healthcare challenges through quadripartitioned single valued neutrosophic Z-numbers

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• Stability-preserving discrete models for a class of continuous neural network models

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• On L2 structure of Markov switching bilinear models

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• Numerical solution of Bernoulli and Lane Emden type differential equation by Laplace-Adomian technique

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• Unique isolate dom-chromatic number in graphs

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• Estimating of the final size relation for SIR discrete epidemic model under intervention

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• Limit cycles of a class of generalized Mathieu differential equations

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• Boundary value problem of fuzzy fractional differential equations with tempered Xi-Hilfer fractional derivatives on time scales

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• Impact of parametric excitation on vibrational resonance in a symmetric triple-well potential system

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• A mathematical study on non-linear initial-boundary value problem for R-D equation

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