Let Δk{\Delta }_{k} be the Dunkl generalized Laplacian operator associated with a root system RR of RN{{\mathbb{R}}}^{N}, N≥2N\ge 2, and a nonnegative multiplicity function kk defined on RR and invariant by the finite reflection group WW.
Jleli Mohamed+2 more
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Kalman filter based on a fractional discrete-time stochastic augmented CoVid-19 model
In this paper, we study the dynamics of the CoVid-19 outbreak in Semarang, Indonesia, using a fractional CoVid-19 model. We first determine the effects of the isolation rate ∊ and infection rate β on the reproduction number R0 and infected number V.
Mohammad Ghani, Dwi Rantini, Maryamah
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Global existence and blow-up of solutions to pseudo-parabolic equation for Baouendi-Grushin operator
In this note, we study a global existence and blow-up of the positive solutions to the initial-boundary value problem of the nonlinear pseudo-parabolic equation for the Baouendi-Grushin operator.
Dukenbayeva Aishabibi
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On Weak Solutions to Parabolic Problem Involving the Fractional p-Laplacian via Young Measures
In this paper, we study the local existence of weak solutions for parabolic problem involving the fractional p-Laplacian. Our technique is based on the Galerkin method combined with the theory of Young measures.
Talibi Ihya+3 more
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Infinitely many solutions for Hamiltonian system with critical growth
In this article, we consider the following elliptic system of Hamiltonian-type on a bounded domain:−Δu=K1(∣y∣)∣v∣p−1v,inB1(0),−Δv=K2(∣y∣)∣u∣q−1u,inB1(0),u=v=0on∂B1(0),\left\{\begin{array}{ll}-\Delta u={K}_{1}\left(| y| ){| v| }^{p-1}v,\hspace{1.0em ...
Guo Yuxia, Hu Yichen
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A class of fourth-order parabolic equation with logarithmic nonlinearity. [PDF]
Li P, Liu C.
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Global and exponential attractors for a Caginalp type phase-field problem
Bangola Brice
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A non-local evolution equation model of cell-cell adhesion in higher dimensional space. [PDF]
Dyson J, Gourley SA, Webb GF.
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SSHscreen and SSHdb, generic software for microarray based gene discovery: application to the stress response in cowpea. [PDF]
Coetzer N+3 more
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Numerical investigation of singularly perturbed time lag parabolic differential-difference equations. [PDF]
Daba IT, Melesse WG, Gelu FW, Kebede GD.
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