Enes Ata | Applied Mathematics | Best Researcher Award

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Assist. Prof. Dr. Enes Ata | Applied Mathematics | Best Researcher Award

Bingol University ,Turkey

Dr. Enes ATA 🎓, an accomplished Assistant Professor at Bingöl University, is a passionate mathematician with nearly a decade of research experience in specialized fields such as special functions, integral transformations, fractional calculus, and differential equations 🔍➗. Since 2016, he has steadily built a portfolio of impactful publications in reputable international journals 📚 and authored two scholarly book chapters with ISBN recognition 📘. Dr. ATA’s academic journey is driven by a deep commitment to advancing mathematical modelling and theoretical problem-solving 🧠💡. His work is featured on platforms like Google Scholar and ResearchGate 🌐, reflecting transparency and accessibility in research. While still expanding his citation footprint, his focused and disciplined approach signifies long-term promise in the mathematical sciences 🚀. A dedicated contributor to the scientific community, Dr. Enes ATA exemplifies scholarly resilience, curiosity, and a forward-thinking mindset in pursuit of mathematical innovation and excellence 📈🔢.

Professional Profile

Google Scholar
Scopus Profile
ORCID Profile 

Education 🎓

Dr. Enes ATA began his academic ascent through a rigorous foundation in mathematical sciences, guided by curiosity and precision. His higher education was shaped by a passion for abstract thinking, logical reasoning, and analytical depth. From undergraduate studies through to doctoral research, he honed a deep understanding of core mathematical theories, particularly in differential equations and advanced calculus. His academic journey was marked by consistency, discipline, and scholarly excellence. With a Ph.D. focusing on intricate mathematical structures, he developed skills in theoretical modelling, fractional analysis, and complex problem-solving. His education was not just a series of degrees—it was an intellectual transformation, where he transitioned from a learner to a knowledge creator. This robust academic background laid the groundwork for his evolving research contributions and enabled him to approach mathematical challenges with originality, rigor, and clarity. Today, his academic foundation remains the cornerstone of his continued exploration in the world of mathematics.

Professional Experience 🧑‍🏫

Dr. Enes ATA holds the position of Assistant Professor at Bingöl University, where his role blends research, mentorship, and teaching into a cohesive professional identity. Since joining academia, he has immersed himself in academic life—not only guiding students through complex mathematical topics but also pushing the frontiers of knowledge in specialized areas. His teaching philosophy is anchored in clarity, curiosity, and connection, helping students bridge theoretical mathematics with real-world applications. Beyond the classroom, he actively contributes to his department’s academic agenda, curriculum development, and research collaborations. His professional journey is marked by steady growth, integrity, and a strong work ethic. Balancing both scholarly research and institutional responsibilities, he brings a multifaceted approach to problem-solving. Whether publishing in journals, supervising projects, or participating in academic seminars, Dr. ATA demonstrates a commitment to academic excellence and intellectual integrity, continuously reinforcing his role as both an educator and a pioneering researcher in mathematics.

Research Interests 🔬

Dr. Enes ATA’s research compass is finely tuned to the intricate landscape of mathematical theory, with specializations that delve into special functions, integral transformations, fractional calculus, differential equations, and mathematical modelling. These domains, though abstract, hold transformative power across engineering, physics, and computational sciences. His work focuses on the synthesis of classical theory and modern methodologies, often addressing unsolved problems and contributing refined solutions to the literature. Dr. ATA seeks elegance in complexity—decoding patterns, exploring functional identities, and building bridges between theory and application. His research interests are not static but evolve with emerging mathematical paradigms and interdisciplinary needs. He approaches each mathematical challenge with a methodical and creative mindset, ensuring his findings are both technically sound and conceptually valuable. Driven by the desire to contribute meaningfully to global mathematics discourse, his research aims to offer clarity, depth, and innovation in areas that often form the bedrock of scientific and engineering solutions.

Awards and Honors 🏅

Though still in the early to mid-stage of his academic career, Dr. Enes ATA has begun to garner recognition for his scholarly contributions. His book chapters published under international ISBNs reflect a milestone of academic merit and recognition. His journal publications in reputable, indexed journals mark his consistent effort toward scientific excellence. While not yet widely decorated with awards, his steady trajectory positions him as a strong candidate for honors such as “Best Researcher” or “Emerging Scholar in Mathematics.” His academic visibility on platforms like Google Scholar, ResearchGate, and Scopus showcases his commitment to transparency and knowledge dissemination. Each citation of his work is a quiet affirmation of relevance, and his continued scholarly engagement suggests that formal recognitions are likely to follow. With every published paper, classroom lecture, and collaborative project, Dr. ATA moves closer to future accolades that will formally acknowledge the intellectual value and impact of his research legacy.

🧪 Research Skills

Dr. Enes ATA possesses a robust set of research skills that include analytical modeling, problem-solving in nonlinear systems, mathematical abstraction, and computational mathematics. 🧠💡 He is adept at employing fractional calculus to develop solutions to advanced differential systems and is proficient in using integral transforms for applied problem-solving. His academic writing skills are evident through his publications in Scopus- and SCI-indexed journals. 📝📊 Dr. ATA also demonstrates competence in using research platforms and tools such as LaTeX, MATLAB, and symbolic computation environments, enhancing the rigor and reproducibility of his work. 🔬💻 With a solid understanding of both classical and modern mathematical frameworks, his methodical approach contributes to high-quality research outcomes and positions him as a technically skilled and conceptually strong researcher. 🧮📐

Publications Top Notes

  • Title: Generalized Pathway Fractional Integral Formulas Involving Extended Multi-Index Mittag-Leffler Function in Kernel of SUM Transform
    Authors: Muhammad Kaurangini, Umar Muhammad Abubakar, Enes Ata
    Year: 2025
    Source: MANAS Journal of Engineering / Crossref

  • Title: Modified Special Functions: Properties, Integral Transforms and Applications to Fractional Differential Equations
    Authors: Enes Ata, I. Onur Kiymaz
    Year: 2024
    Source: Boletim da Sociedade Paranaense de Matemática / Crossref

  • Title: A New Generalized Laplace Transform and Its Applications to Fractional Bagley-Torvik and Fractional Harmonic Vibration Problems
    Authors: Enes Ata, İ. Onur Kıymaz
    Year: 2023
    Source: Miskolc Mathematical Notes / Scopus

  • Title: New Fractional Operators Including Wright Function in Their Kernels
    Authors: Enes Ata, İ. Onur Kıymaz
    Year: 2023
    Source: Turkish Journal of Mathematics and Computer Science / Crossref

  • Title: M-Lauricella Hypergeometric Functions: Integral Representations and Solutions of Fractional Differential Equations
    Authors: Enes Ata
    Year: 2023
    Source: Communications Faculty of Science University of Ankara Series A1 / Crossref

  • Title: Modified Special Functions Defined by Generalized M-Series and Their Properties
    Authors: Enes Ata
    Year: 2022
    Citations: 10
    Source: arXiv / Scopus

  • Title: Generalized Gamma, Beta and Hypergeometric Functions Defined by Wright Function and Applications to Fractional Differential Equations
    Authors: Enes Ata, İ. Onur Kıymaz
    Year: 2022
    Citations: 14
    Source: Cumhuriyet Science Journal / Crossref

  • Title: Generalized Beta Function Defined by Wright Function
    Authors: Enes Ata
    Year: 2021
    Citations: 15
    Source: arXiv / Web of Science

  • Title: New Generalized Mellin Transform and Applications to Partial and Fractional Differential Equations
    Authors: E. Ata, I.O. Kıymaz
    Year: 2023
    Citations: 50
    Source: International Journal of Mathematics and Computer in Engineering

  • Title: A Study on Certain Properties of Generalized Special Functions Defined by Fox-Wright Function
    Authors: E. Ata, İ.O. Kıymaz
    Year: 2020
    Citations: 40
    Source: Applied Mathematics and Nonlinear Sciences

  • Title: Special Functions with General Kernel: Properties and Applications to Fractional Partial Differential Equations
    Authors: E. Ata, I.O. Kıymaz
    Year: 2025
    Citations: 5
    Source: International Journal of Mathematics and Computer in Engineering

  • Title: New Generalized Special Functions with Two Generalized M-Series at Their Kernels and Solution of Fractional PDEs via Double Laplace Transform
    Authors: E. Ata, I.O. Kıymaz
    Year: 2024
    Citations: 4
    Source: Computational Methods for Differential Equations

  • Title: Fractional Integrations for the New Generalized Hypergeometric Functions
    Authors: M.P. Chaudhary, M.L. Kaurangini, I.O. Kıymaz, U.M. Abubakar, E. Ata
    Year: 2023
    Citations: 4
    Source: Journal of Ramanujan Society of Mathematics and Mathematical Sciences

📌 Conclusion

Dr. Enes ATA emerges as a promising and dedicated scholar in mathematics, with a focused research agenda, growing publication record, and a passion for advancing mathematical theory and application. 📚🔍 His expertise in special functions and differential systems has led to valuable contributions in both theoretical and applied domains. As an Assistant Professor, he actively shapes the academic growth of students while contributing to global research. 🌍👨‍🏫 Although still building his citation footprint, his scholarly dedication, publication diversity, and domain expertise position him as a strong candidate for academic recognition. 🏅📈 Dr. ATA exemplifies academic integrity, technical precision, and research excellence, making him a worthy nominee for prestigious honors like the Best Researcher Award. 🏆📘

Ikram Ullah | Fractional Calculus | Young Scientist Award

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Dr. Ikram Ullah | Fractional Calculus | Young Scientist Award

Assistant professor at Central South University, China

Dr. Ikram Ullah is a dedicated researcher specializing in Applied Mathematics, particularly in Fractional Calculus. He earned his Ph.D. from Central South University, China, focusing on solitary wave phenomena in nonlinear fractional partial differential equations. With a strong academic background, including an M.Phil. and M.Sc. in Mathematics from Pakistan, he has held positions such as Assistant Researcher and Lecturer. Dr. Ullah has published extensively, contributing over 11 SCI-indexed papers and amassing more than 150 citations. His research emphasizes soliton dynamics and exact solutions of fractional differential equations. Recognized for his excellence, he has received several awards, including the Outstanding International Graduate Award and Best International Student Awards at Central South University. Skilled in LaTeX, Maple, and scientific writing, Dr. Ullah continues to make significant strides in mathematical sciences, supported by esteemed references from international academia. His global academic achievements and research outputs make him a promising young scientist.

Professional Profile

Google Scholar
Scopus Profile
ORCID Profile

🎓 Education

Dr. Ikram Ullah possesses a solid academic foundation in mathematics, with a specialization in fractional calculus. He earned his Ph.D. in Applied Mathematics from the School of Mathematics and Statistics at Central South University, China, in 2025. His doctoral research focused on solitary wave phenomena in nonlinear fractional partial differential equations. Prior to this, he completed his M.Phil. in Mathematics at Qurtuba University of Science and Technology in 2021, presenting a thesis on collapsing models in f(R) gravitational theory. He began his formal mathematical training with an M.Sc. in Mathematics from the University of Malakand in 2018. Dr. Ullah’s academic journey reflects a consistent passion for mathematical rigor and its advanced applications. His progression through reputable institutions demonstrates both intellectual commitment and strategic focus on high-impact areas of applied mathematics. 📚✨

Professional Experience

Dr. Ikram Ullah brings a rich blend of academic and research experience to the field of mathematics. He is currently serving as an Assistant Researcher at Central South University, China (since October 2024), where he actively contributes to research in fractional differential equations and soliton dynamics. His earlier roles include Lecturer on Internship at the University of Malakand (2019–2020), Visiting Lecturer at Government Post Graduate College Dargai (2017–2018), and Lecturer on Internship at Qurtuba University (2016–2017). These roles honed his teaching and mentoring skills, preparing him for advanced research responsibilities. Dr. Ullah’s professional path underscores his evolution from a committed educator to a dynamic researcher in applied mathematics. His exposure to various academic environments has broadened his perspective, enabling him to engage with global scientific problems effectively. 🧠📈

🔬 Research Interest

Dr. Ikram Ullah’s research interests lie at the intersection of fractional calculus, soliton theory, and nonlinear partial differential equations. He is deeply engaged in modeling wave phenomena using modern mathematical frameworks, particularly in the context of space-time fractional equations. His work explores exact solutions, stability, and the dynamics of traveling waves in complex systems. He has contributed to key mathematical areas such as the fractional Heisenberg ferromagnetic spin chain equation, Phi-4 models, and Kolmogorov–Petrovskii–Piskunov-type equations. His approach combines analytical techniques with symbolic computation tools like Maple and LaTeX, ensuring precision and efficiency. Dr. Ullah’s contributions are not only theoretical but also applicable in mathematical physics, engineering, and complex system modeling, bridging the gap between abstract mathematics and real-world applications. 🔎📊

🏅 Awards and Honors

Dr. Ikram Ullah has received numerous accolades in recognition of his academic excellence and research potential. He was awarded the Chinese Government Scholarship in 2021, marking the beginning of his international academic journey. He was also named Best International Student at Central South University for two consecutive years (2022 and 2023), reflecting his consistent performance and impact. In 2024, he was honored as the Outstanding International Graduate, a testament to his scholarly achievements and leadership in research. These honors underscore his dedication, innovation, and international academic presence. Dr. Ullah’s awards highlight not only his capabilities as a researcher but also his role as an ambassador for cross-cultural scientific collaboration. 🏆🌍

✅ Conclusion

Dr. Ikram Ullah exemplifies the qualities of a rising mathematical scientist—deeply knowledgeable, globally trained, and passionately committed to research excellence. His strong educational background, progressive academic career, specialized research in applied mathematics, and a portfolio of impactful publications position him as an ideal candidate for young scientist recognitions. With over 150 citations and collaborations across continents, Dr. Ullah continues to make strides in solving complex mathematical problems relevant to science and technology. His trajectory reflects a balance of innovation, diligence, and a vision for interdisciplinary integration. As he moves forward, Dr. Ullah is poised to become a leading figure in mathematical modeling and fractional calculus research. 🚀

Publications Top Notes

📘 Application of modified extended direct algebraic method to nonlinear fractional diffusion reaction equation with cubic nonlinearity

  • Authors: Muhammad Bilal, Alamgir Khan, Ikram Ullah, Jehad O. Alzabut, Hisham Mohammad Alkhawar

  • Year: 2025

  • Source: Boundary Value Problems ✍️📐
    A powerful algebraic method applied to nonlinear fractional systems.

⚡ The effect of A-site strontium substitution on the energy storage properties of ferroelectric BaZr₀.₂Ti₀.₈O₃ system

  • Authors: Sajjad A. Ali, Salar Ahmad, Javeria Farooq, Ikram Ullah, Mohammad Mahtab Alam

  • Year: 2025

  • Source: Ceramics International 🔋🔬
    Exploring energy storage materials through elemental substitution.

🌊 Numerical study of Jeffrey fluid Jeffery-Hamel flow through interacting channels embedded in porous medium

  • Authors: Muhammad Hemayat, Ikram Ullah, Saira Shukat, Marouan Boubaker Kouki, Hamid Khan

  • Year: 2025

  • Source: Multiscale and Multidisciplinary Modeling, Experiments and Design 🧪🌐
    Advanced fluid dynamics simulation in porous environments.

🔦 Study of nonlinear wave equation of optical field for solitonic type results

  • Authors: Ikram Ullah, Muhammad Bilal, Dawood Shah, Jehad O. Alzabut, Hisham Mohammad Alkhawar

  • Year: 2025

  • Source: Partial Differential Equations in Applied Mathematics 📉🔮
    Analytical wave solutions for optical field phenomena.

🌪️ Lorentz force and Brownian motion features on entropy optimization in nanofluid swirling flow through porous configuration

  • Authors: Shabir Ahmad, Ikram Ullah, Saira Shukat, Murtaza Ali

  • Year: 2025

  • Source: Multiscale and Multidisciplinary Modeling, Experiments and Design 🧲💧
    Nanofluid flow dynamics under electromagnetic influences.

☀️ Thermodynamics and solar radiative analysis in Jeffery-Hamel flow through non-parallel channel by novel improved residual power series method

  • Authors: Mohamed Bouzidi, Mohsin Ul Haq, Ikram Ullah, Hamid Khan, Marouan Boubaker Kouki

  • Year: 2025

  • Citations: 1

  • Source: Case Studies in Thermal Engineering 🌡️🔆
    Solar-driven thermodynamic flow modeling using series methods.

🔥 A numerical approach to interpret melting and activation energy phenomenon on the magnetized transient flow of Prandtl–Eyring fluid with the application of Cattaneo–Christov theory

  • Authors: Zakir Ullah, Ikram Ullah, Gul Zaman, Tianchuan Sun

  • Year: 2025

  • Citations: 22

  • Source: Waves in Random and Complex Media 💥🧊
    Transient heat and flow behaviors in non-Newtonian fluids.

💫 Numerical investigation of thin-film flow over a rotating disk subject to the heat source and nonlinear radiation: Lobatto IIIA approach

  • Authors: Tianchuan Sun, Iftikhar Uddin, Muhammad Asif Zahoor Raja, Wasim Jamshed, Saeed Islam

  • Year: 2025

  • Citations: 11

  • Source: Waves in Random and Complex Media 🔄🔥
    Thin-film flow modeling using numerical integration techniques.

🧲 Activation energy with exothermic/endothermic reaction and Coriolis force effects on magnetized nanomaterials flow through Darcy–Forchheimer porous space with variable features

  • Author: Ikram Ullah

  • Year: 2025

  • Citations: 43

  • Source: Waves in Random and Complex Media 🌪️🧪
    Comprehensive magneto-fluid modeling in variable-porosity environments.

🧮 An innovative method for solving the nonlinear fractional diffusion reaction equation with quadratic nonlinearity analysis

  • Authors: Alamgir Khan, Ikram Ullah, Javed Iqbal, Kamal Shah, Muhammad Bilal

  • Year: 2025

  • Citations: 1

  • Source: Physica Scripta ✏️🧠
    New approaches to nonlinear fractional differential systems.

 

Ghanmi Abdeljabbar | Fractional calculus | Mathematical Engineering Excellence Award

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Prof. Ghanmi Abdeljabbar | Fractional calculus | Mathematical Engineering Excellence Award

Professor in Mathematics at Tunis El Manar University, Tunisia

Dr. Abdeljabbar Ghanmi is an accomplished mathematician specializing in differential equations, fractional calculus, variational methods, and mathematical analysis. Currently an Associate Professor at the University of Jeddah, Saudi Arabia, he has an extensive academic and research background, having previously held positions in Tunisia. His research focuses on partial differential equations, dynamical systems, nonlinear systems, and optimization, with numerous publications in high-impact journals. Dr. Ghanmi collaborates with renowned mathematicians such as Prof. Vicentiu Radulescu and Prof. Dušan D. Repovš, reflecting his global research engagement. He has supervised multiple doctoral and master’s students, contributing significantly to mathematical education. His work has gained substantial recognition, evidenced by citations and active participation in international awards. In addition to his research, he serves as a reviewer for scientific journals. Dr. Ghanmi’s contributions to mathematical sciences, mentorship, and interdisciplinary collaborations position him as a distinguished researcher in his field.

Professional Profile 

Google Scholar
Scopus Profile
ORCID Profile

Education

Dr. Abdeljabbar Ghanmi holds a strong academic background in mathematics, having earned his Ph.D. in Applied Mathematics from a prestigious institution. His doctoral research focused on differential equations, variational methods, and mathematical analysis, laying the foundation for his expertise in nonlinear systems and dynamical models. Prior to his Ph.D., he obtained a Master’s degree in Mathematical Sciences, where he explored advanced topics in functional analysis and optimization. His undergraduate studies provided a rigorous foundation in pure and applied mathematics, enabling him to develop a deep understanding of fundamental mathematical principles. Throughout his academic journey, Dr. Ghanmi has demonstrated exceptional analytical skills, excelling in complex problem-solving and mathematical modeling. His educational achievements reflect his commitment to advancing mathematical research, and his interdisciplinary approach bridges theoretical mathematics with real-world applications. His academic credentials have prepared him for a distinguished career in research and education, fostering innovation in mathematical sciences.

Professional Experience

Dr. Abdeljabbar Ghanmi is an Associate Professor at the University of Jeddah, Saudi Arabia, where he actively engages in teaching, research, and academic mentorship. Before joining the University of Jeddah, he held academic positions in Tunisia, contributing to the development of mathematics education and research. With years of experience in higher education, he has taught advanced courses in differential equations, mathematical analysis, and optimization, shaping the next generation of mathematicians. His role extends beyond teaching, as he supervises Ph.D. and master’s students, guiding them in their research endeavors. Dr. Ghanmi is a dedicated researcher, collaborating with international experts in mathematics to produce high-quality publications in peer-reviewed journals. Additionally, he serves as a reviewer for prestigious scientific journals, ensuring the integrity and advancement of mathematical research. His professional experience highlights his commitment to both education and the expansion of mathematical knowledge through innovative research and scholarly contributions.

Research Interest

Dr. Abdeljabbar Ghanmi’s research interests span a wide range of mathematical disciplines, with a particular focus on differential equations, fractional calculus, variational methods, and nonlinear dynamical systems. His work explores the theoretical and applied aspects of mathematical analysis, contributing to the advancement of knowledge in functional spaces, optimization techniques, and stability theory. His research integrates classical and modern mathematical approaches to solve complex problems in engineering, physics, and applied sciences. Dr. Ghanmi actively collaborates with leading mathematicians such as Prof. Vicentiu Radulescu and Prof. Dušan D. Repovš, engaging in interdisciplinary research that bridges pure mathematics with practical applications. His studies on fractional differential equations and dynamical systems have significant implications in modeling real-world phenomena. His dedication to research is evident through his numerous high-impact publications, award presentations, and involvement in peer-reviewing processes, ensuring the continuous evolution of mathematical sciences.

Awards and Honors

Dr. Abdeljabbar Ghanmi has received multiple recognitions for his outstanding contributions to mathematics. His research has been acknowledged through various academic and research awards, reflecting his impact on mathematical sciences. He has been invited to speak at international awards, demonstrating the significance of his contributions to the global mathematical community. His work has garnered significant citations, highlighting its influence on contemporary mathematical research. In addition to his scholarly achievements, Dr. Ghanmi has received recognition from esteemed institutions for his dedication to mentoring students and advancing mathematical education. His collaborations with leading researchers and his active participation in editorial and reviewing committees further underscore his reputation as a distinguished mathematician. These accolades reflect his unwavering commitment to excellence in research, education, and the broader mathematical community, solidifying his position as a respected figure in the field of applied mathematics.

Conclusion

Dr. Abdeljabbar Ghanmi is a highly respected mathematician whose expertise in differential equations, fractional calculus, and mathematical analysis has significantly contributed to the advancement of mathematical sciences. As an Associate Professor at the University of Jeddah, he has played a crucial role in shaping the academic and research landscape through his mentorship, teaching, and scholarly work. His research collaborations with leading mathematicians and his extensive publication record underscore his dedication to expanding mathematical knowledge. Through his contributions to mathematical education and his commitment to interdisciplinary research, Dr. Ghanmi has made a lasting impact on the field. His numerous awards and recognitions attest to the quality and significance of his work. With a career dedicated to both theoretical and applied mathematics, Dr. Ghanmi continues to be an influential figure, fostering innovation and excellence in research and education. His contributions have left an indelible mark on the global mathematical community.

Publications Top Noted

Fractional Calculus and Thermal Analysis
  • An analytical study on the fractional transient heating within the skin tissue during the thermal therapy
    • Authors: A. Ghanmi, I.A. Abbas
    • Year: 2019
    • Citations: 114
    • Source: Journal of Thermal Biology 82, 229-233
Fractional and p-Laplacian Problems

  • A multiplicity results for a singular problem involving the fractional p-Laplacian operator

    • Authors: A. Ghanmi, K. Saoudi
    • Year: 2016
    • Citations: 68
    • Source: Complex Variables and Elliptic Equations 61 (9), 1199-1216

  • A multiplicity results for a singular equation involving the p(x)-Laplace operator

    • Authors: K. Saoudi, A. Ghanmi
    • Year: 2017
    • Citations: 65
    • Source: Complex Variables and Elliptic Equations 62 (5), 695-725

  • The Nehari manifold for a singular elliptic equation involving the fractional Laplace operator

    • Authors: A.G.K. Saoudi
    • Year: 2016
    • Citations: 63
    • Source: Fractional Differential Calculus 6 (2), 201-217
Boundary Value Problems and Riemann–Liouville Derivative
  • The Nehari manifold for a boundary value problem involving Riemann–Liouville fractional derivative
    • Authors: K. Saoudi, P. Agarwal, P. Kumam, A. Ghanmi, P. Thounthong
    • Year: 2018
    • Citations: 47
    • Source: Advances in Difference Equations 2018, 1-18
Nonlinear Schrödinger Equations
  • Large and bounded solutions for a class of nonlinear Schrödinger stationary systems
    • Authors: V.R.N.Z. Abdeljabbar Ghanmi, Habib Maagli
    • Year: 2009
    • Citations: 41
    • Source: Analysis and Application 7 (4), 391-404
Kirchhoff-type and Singular Equations

  • Minimax method involving singular p(x)-Kirchhoff equation

    • Authors: K. Ben Ali, A. Ghanmi, K. Kefi
    • Year: 2017
    • Citations: 39
    • Source: Journal of Mathematical Physics 58 (11)

  • Nontrivial solutions for Kirchhoff-type problems involving the -Laplace operator

    • Authors: A. Ghanmi
    • Year: 2018
    • Citations: 21
    • Source: –
Singular and Indefinite Weight Problems

  • Existence of solution for a singular fractional Laplacian problem with variable exponents and indefinite weights

    • Authors: R. Chammem, A. Ghanmi, A. Sahbani
    • Year: 2021
    • Citations: 28
    • Source: Complex Variables and Elliptic Equations 66 (8), 1320-1332

  • On the Steklov problem involving the p(x)-Laplacian with indefinite weight

    • Authors: K.B. Ali, A. Ghanmi, K. Kefi
    • Year: 2017
    • Citations: 24
    • Source: Opuscula Mathematica 37 (6), 779-794
Existence and Multiplicity of Solutions in Fractional Differential Equations

  • Existence of solutions for fractional differential equations with Dirichlet boundary conditions

    • Authors: K.B. Ali, A. Ghanmi, K. Kefi
    • Year: 2016
    • Citations: 25
    • Source: Electronic Journal of Differential Equations 116, 1-11

  • Existence of positive solutions for a coupled system of nonlinear fractional differential equations

    • Authors: A. Ghanmi, S. Horrigue
    • Year: 2019
    • Citations: 23
    • Source: Ukrainian Mathematical Journal 71, 39-49

  • Existence of positive bounded solutions for some nonlinear elliptic systems

    • Authors: N.Z. A. Ghanmi, H. Mâagli, S. Turki
    • Year: 2009
    • Citations: 23
    • Source: Journal of Mathematical Analysis and Applications 352, 440-448
Nehari Manifold and Fractional Boundary Value Problems

  • Nehari manifold and multiplicity results for a class of fractional boundary value problems with p-Laplacian

    • Authors: A. Ghanmi, Z. Zhang
    • Year: 2019
    • Citations: 22
    • Source: Bulletin of the Korean Mathematical Society 56 (5), 1297-1314

  • Multiplicity of Nontrivial Solutions of a Class of Fractional p-Laplacian Problem

    • Authors: A. Ghanmi
    • Year: 2015
    • Citations: 20
    • Source: Zeitschrift für Analysis und ihre Anwendungen (Journal of Analysis and its Applications)

  • A multiplicity results for a singular problem involving a Riemann-Liouville fractional derivative

    • Authors: A. Ghanmi, M. Kratou, K. Saoudi
    • Year: 2018
    • Citations: 19
    • Source: Filomat 32 (2), 653-669
Styklov Problems and Fractional Analysis

  • Existence and multiplicity of solutions for some Styklov problem involving p(x)-Laplacian operator

    • Authors: R. Chammem, A. Ghanmi, A. Sahbani
    • Year: 2022
    • Citations: 17
    • Source: Applicable Analysis 101 (7), 2401-2417

  • Existence result and uniqueness for some fractional problem

    • Authors: G. Wang, A. Ghanmi, S. Horrigue, S. Madian
    • Year: 2019
    • Citations: 16
    • Source: Mathematics 7 (6), 516

  • Existence Results for Nonlinear Boundary Value Problems

    • Authors: A. Ghanmi, S. Horrigue
    • Year: 2018
    • Citations: 15
    • Source: Filomat 32 (2), 609-618