الرئيسية › دليل الباحثين › Abderrahmane Beniani
Abderrahmane Beniani
الانتماء : Université de ain Témouchent
- 40منشورات (انتماء جزائري)
- 47مجموع المنشورات
- 111الاستشهادات
- 5مؤشر h
الملف البحثي
لدى Abderrahmane Beniani 40 منشور(ات) مفهرسة (2016–2026). تُنشر أعماله أساسًا في «AIMS Mathematics»، «Fractal and Fractional» و«Axioms». أكثر مقالاته استشهادًا هو «Polynomial Decay of Solutions to the Cauchy Problem for a Petrovsky–Petrovsky System in R n $\mathbb{R}^{n}$» (2016)، وقد استُشهد به 17 مرة. 18 من هذه المنشورات تعود إلى آخر ثلاث سنوات من النشاط. شارك في تأليف أعماله 12 باحثًا على الأقل، منهم باحثون من مؤسسات في السعودية، فرنسا.
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إنشاء ملفي المجاني إضافة منشوراتيمجالات البحث
- Stability and Controllability of Differential Equations
- Differential Equations and Boundary Problems
- Nonlinear Differential Equations Analysis
- Advanced Mathematical Physics Problems
- Nonlinear Partial Differential Equations
المنشورات (40)
- Asymptotic behavior of the wave equation under time-dependent fractional damping
- Exponential Growth of Solutions to the Wave Equations with Boundary Fractional Derivative Damping and a Boundary Source Term
- Existence and stabilization of the wave equation with past history and fractional damping controls
- Well-Posedness and Stability of a Coupled Wave System with Fractional Delay Damping: Application to Two Submarine Cables on a Heterogeneous Seabed
- Energy Decay of the Schrödinger Equation Under Internal Fractional Integral Damping
- Blow-up for coupled nonlinear wave equations with fractional damping and logarithmic source terms
- Energy decay of a coupled system involving a biharmonic Schrödinger equation with an internal fractional damping
- THEORETICAL AND NUMERICAL STABILITY OF THE BRESSE SYSTEM: EXPLORING FRACTIONAL DAMPING THROUGH TRADITIONAL AND NEURAL NETWORK APPROACHES
- Numerical and Physics-Informed Neural Network Analysis for the Boussinesq-Type Equation
- Advanced neural network approaches for coupled equations with fractional derivatives
- Fractional derivative boundary control in coupled Euler-Bernoulli beams: stability and discrete energy decay
- Polynomial Decay of the Energy of Solutions of the Timoshenko System with Two Boundary Fractional Dissipations
- Polynomial decay of the energy of solutions of coupled wave equations with locally boundary fractional dissipation
- Global solution for wave equation involving the fractional Laplacian with logarithmic nonlinearity
- Decay Properties for Transmission System with Infinite Memory and Distributed Delay
- Coupled Lamé System with a Viscoelastic Term and a Strong Discrete Time Delays
- Blow-up dynamics in nonlinear coupled wave equations with fractional damping and external source
- Strong Stability for a Viscoelastic Transmission Problem Under a Nonlocal Boundary Control
- Stability for Weakly Coupled Wave Equations with a General Internal Control of Diffusive Type
- Energy decay of solution for nonlinear delayed transmission problem
- Local Existence and Blow-Up of Solutions for Wave Equation Involving the Fractional Laplacian with Nonlinear Source Term
- Global existence and energy decay for a transmission problem under a boundary fractional derivative type
- Decay rate of solutions to the Cauchy problem for a coupled system of viscoelastic wave equations with a strong delay in Rⁿ
- Destruction of solutions for class of wave $ p(x)- $bi-Laplace equation with nonlinear dissipation
- Oscillation theorems for higher order nonlinear functional dynamic equations with unbounded neutral coefficients on time scales
- Well-Posedness and General Decay of Solutions for the Heat Equation with a Time Varying Delay Term
- On the oscillations of the solutions for a class of second order nonlinear functional dynamic equations on time scales with unbounded neutral coefficients
- Global existence and dynamic structure of solutions for damped wave equation involving the fractional Laplacian
- Well-posedness and general decay for Moore–Gibson–Thompson equation in viscoelasticity with delay term
- Результат о взрыве для волнового уравнения p-Лапласа с нелинейной диссипацией в R^n
- Blow-Up of Solutions for Wave Equation Involving the Fractional Laplacian with Nonlinear Source
- Blow-up of result in a nonlinear wave equation with delay and source term
- Stability of Viscoelastic Wave Equation with Structural $\delta$-Evolution in $\mathbb{R}^{n}$
- Exponential Stability of a Transmission Problem with History and Delay
- Well-posedness and exponential stability for coupled Lamé system with viscoelastic term and strong damping
- Well-posedness and asymptotic stability for the Lamé system with internal distributed delay
- Well-posedness and exponential stability for coupled Lamé system with a viscoelastic damping
- GENERAL DECAY OF SOLUTION FOR COUPLED SYSTEM OF VISCOELASTIC WAVE EQUATIONS OF KIRCHHOFF TYPE WITH DENSITY IN Rn
- Polynomial stability for system of 3 wave equations with infinite memories
- Polynomial Decay of Solutions to the Cauchy Problem for a Petrovsky–Petrovsky System in R n $\mathbb{R}^{n}$
مجلات النشر
- AIMS Mathematics × 4
- Fractal and Fractional × 3
- Axioms × 3
- Journal of Inequalities and Applications × 2
- Journal of Nonlinear Mathematical Physics × 2
- Demonstratio Mathematica × 2
المنشورات حسب السنة
- 20265
- 20254
- 20249
- 20235
- 20224
- 20215
- 20201
- 20191
- 20183
- 20172
التعاون العلمي
المؤسسات الشريكة : Université Djilali de Sidi Bel Abbès · Hassiba Benbouali University of Chlef · Qassim University · University of Guelma · University of Skikda
بلدان المؤلفين المشاركين : السعودية · فرنسا
المؤلفون المشاركون
- Khaled Zennir
- Abbès Benaissa
- Younes Bidi
- Abdelkader Braik
- Boumediene Boukhari
- Amina Chaili
- Noureddine Bahri
- Bochra Belhadji
- Keltoum Bouhali
- Noureddine Taouaf
- Abdelhadi Safsaf
- Nour‐Eddine Amroun
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