Khaled zennir

Dr. Khaled zennir

Qassim University, KSA.
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Research Focus & Metrics

Academic Career Length

15Years (2012-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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9 February 2023 in Symmetry
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MAMOUMEN ABDELKADER
MOUMEN ABDELKADER
HBHamid Boulares
Hamid Boulares
BMBadreddine Meftah
Badreddine Meftah
RSRamsha Shafqat
Ramsha Shafqat
TATariq Alraqad
Tariq Alraqad
Khaled zennirKhaled zennir
Khaled zennir
Multiplicative calculus, also called non-Newtonian calculus, represents an alternative approach to the usual calculus of Newton (1643–1727) and Leibniz (1646–1716). This type of calculus was first introduced by Grossman and Katz and it provides a defined calculation, from the start, for positive real numbers only. In this investigation, we propose to study symmetrical fractional multiplicative inequalities of the Simpson type. For this, we first establish a new fractional identity for multiplicatively differentiable functions. Based on that identity, we derive new Simpson-type inequalities for multiplicatively convex functions via fractional integral operators. We finish the study by providing some applications to analytic inequalities.

20 April 2020 in Mathematical Methods in the Applied Sciences
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ACAbdelbaki Choucha
Abdelbaki Choucha
DODjamel Ouchenane
Djamel Ouchenane
Khaled zennirKhaled zennir
Khaled zennir
Baowei FengBaowei Feng
Baowei Feng

21 May 2019 in Mathematical Methods in the Applied Sciences
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SBSalah Boulaaras
Salah Boulaaras
ADAlaeddin Draifia
Alaeddin Draifia
Khaled zennirKhaled zennir
Khaled zennir

5 February 2021 in Applicable Analysis
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Journal Article
Closed access
DHDridi Hanni
Dridi Hanni
Baowei FengBaowei Feng
Baowei Feng
Khaled zennirKhaled zennir
Khaled zennir
In this paper, we consider a Timoshenko type system coupled with parabolic equation that represents the thermal effect given by the Gurtin-Pipkin law while taking into account that the temperature influences on the shear force. We establish the global existence of solution the behavior of the solution. We also prove the lack of the exponential stability when ξ≠0, we obtain the exponential stability in the case where ξ=0 and the parameter p = 1 and also the polynomial stability in the case where ξ≠0 and 1<p<32 such that p is a parameter related to the thermal memory. One of the novel contribution here is that there is a new number ξ that is different from the number of stability that has been proven previously.

1 September 2020 in Russian Mathematics
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Khaled zennirKhaled zennir
Khaled zennir
This article considers a dynamical system with delay described by a differential equation with partial derivatives of hyperbolic type and delay with respec

5 February 2015 in ANNALI DELL'UNIVERSITA' DI FERRARA
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Khaled zennirKhaled zennir
Khaled zennir