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Open AccessRetraction Note: A fractional order nonlinear model of the love story of Layla and Majnun
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Open AccessAn artificial neural network approach for the language learning model
The current study provides the numerical solutions of the language-based model through the artificial intelligence (AI) procedure based on the scale conjugate gradient neural network (SCJGNN). The mathematical...
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Open AccessHybridization of the swarming and interior point algorithms to solve the Rabinovich–Fabrikant system
In this study, a trustworthy swarming computing procedure is demonstrated for solving the nonlinear dynamics of the Rabinovich–Fabrikant system. The nonlinear system’s dynamic depends upon the three differenti...
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Nature analysis of Cross fluid flow with inclined magnetic dipole
The aim of this article is to explore the characteristics of fluid flow using the process of melting and entropy generation past on the Riga plate. Cross fluid is competent to explore the characteristics of fluid...
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Open AccessRETRACTED ARTICLE: A fractional order nonlinear model of the love story of Layla and Majnun
In this study, a fractional order mathematical model using the romantic relations of the Layla and Majnun is numerically simulated by the Levenberg–Marquardt backpropagation neural networks. The fractional ord...
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Open AccessA neuro swarm procedure to solve the novel second order perturbed delay Lane-Emden model arising in astrophysics
The current work provides a mathematical second order perturbed singular delay differential model (SO-PSDDM) by using the standard form of the Lane-Emden model. The inclusive structures based on the delay term...
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Open AccessNorm inequalities for maximal operators
In this paper, we introduce a family of one-dimensional maximal operators M ...
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Harmonic analysis problems associated with the k-Hankel Gabor transform
We introduce a continuous k-Hankel Gabor transform acting on a Hilbert space deforming \(L^2(\mathbb R)\) L 2 ( R ) . We prove a Plancherel formula and \(L^2\) L 2 -inversion formulas for it. We als...
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A Hardy–Littlewood Maximal Operator for the Generalized Fourier Transform on \({\mathbb {R}}\)
In this paper, we define and study a canonical Hardy–Littlewood-type maximal operator associated with the one-dimensional generalized Fourier transform. For this operator to which covering methods do not apply...
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Conformally Covariant Bi-differential Operators for Differential Forms
The classical Rankin–Cohen brackets are bi-differential operators from \(C^\infty ({\mathbb {R}})\times C^\infty ({\mathbb {R}})\)C∞(R)×C∞(R) into \( C^\infty ({\mathbb {R}})\)C∞(R). They are covariant for the (d...
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Intertwining Operators Associated to a Family of Differential-Reflection Operators
We introduce a family of differential-reflection operators \({\Lambda_{A, \varepsilon}}\) ...
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Strichartz estimates for Schrödinger-Laguerre operators
In \({\mathbb {R}}^n\times {\mathbb {R}}\) ...
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Segal-Bargmann transforms associated with finite Coxeter groups
Using a polarization of a suitable restriction map, and heat-kernel analysis, we construct a generalized Segal-Bargmann transform associated with every finite Coxeter group G on ℝ N ...
