Dr. Shajar Abbas | Mathematics | Best Researcher Award

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Dr. Shajar Abbas | Mathematics | Best Researcher Award

Researcher | Bahauddin Zakariya University - BZU | Pakistan

Dr. Shajar Abbas is a dedicated scholar in Mathematics with a strong academic background including Ph.D., M.Phil., M.Sc., and B.Sc. degrees in Mathematics from Bahauddin Zakariya University, where he also served as a visiting lecturer at multiple institutions. His research interests center on applied and computational Mathematics, fluid dynamics, nanofluids, heat and mass transfer, Newtonian and non-Newtonian fluids, and advanced numerical methods such as FEM, FDM, and bvp4c, along with Artificial Neural Networks. Dr. Shajar Abbas has authored more than 40 peer-reviewed publications in leading Mathematics journals, achieving significant recognition with highly cited papers. His doctoral research introduced advanced fractional models, particularly the constant proportional Caputo derivative, to improve predictions in Mathematics-based fluid dynamics and nanofluid transport. Professionally, he has contributed to Mathematics education as a lecturer at Bahauddin Zakariya University, Emerson University, and the University of Education Lahore. His participation in international collaborations, workshops, conferences, and Mathematics Olympiads further highlights his active engagement in the Mathematics community. His awards include the HEC Need-Based Scholarship and recognition through contributions as a reviewer for more than 35 Mathematics-related international journals. His research skills encompass computational modeling, numerical simulations, fractional calculus, and programming with MATLAB, Mathematica, and MATHCAD, demonstrating versatile expertise in solving complex Mathematics problems. In conclusion, Dr. Shajar Abbas has established himself as a promising researcher in Mathematics, blending theoretical and applied perspectives, and continues to advance the field through impactful publications, innovative methods, and dedicated teaching.  His Google Scholar citations 439, h-index 11, i10-index 14, showcasing measurable research impact.

Profiles: Google Scholar | ORCID | Scopus

Featured Publications

1. Abbas, S., Ahmad, M., Nazar, M., Amjad, M., Ali, H., & Jan, A. Z. (2023). Heat and mass transfer through a vertical channel for the Brinkman fluid using Prabhakar fractional derivative. Applied Thermal Engineering, 232, 121065.

2. Abbas, S., Nisa, Z. U., Nazar, M., Amjad, M., Ali, H., & Jan, A. Z. (2024). Application of heat and mass transfer to convective flow of Casson fluids in a microchannel with Caputo–Fabrizio derivative approach. Arabian Journal for Science and Engineering, 49(1), 1275–1286.

3. Abbas, S., Ahmad, M., Nazar, M., Ahmad, Z., Amjad, M., Garalleh, H. A. L., & Jan, A. Z. (2024). Soret effect on MHD Casson fluid over an accelerated plate with the help of constant proportional Caputo fractional derivative. ACS Omega, 9(9), 10220–10232.

4. Abbas, S., Nazar, M., Nisa, Z. U., Amjad, M., Din, S. M. E., & Alanzi, A. M. (2022). Heat and mass transfer analysis of MHD Jeffrey fluid over a vertical plate with CPC fractional derivative. Symmetry, 14(12), 2491.

5. Abbas, S., & Nazar, M. (2025). Fractional analysis of unsteady magnetohydrodynamics Jeffrey flow over an infinite vertical plate in the presence of Hall current. Mathematical Methods in the Applied Sciences, 48(1), 253–272.

Dr. Abdukhali Shynybekov | Mathematics | Best Researcher Award

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Dr. Abdukhali Shynybekov | Mathematics | Best Researcher Award

Associate Professor | Al-Farabi Kazakh National University | Kazakhstan

Dr. Abdukhali Shynybekov is a distinguished scholar whose lifelong dedication to Mathematics has significantly influenced both academia and education, with contributions spanning teaching, textbook development, and advanced research. He holds a Candidate of Physical and Mathematical Sciences degree and has served as Associate Professor and Professor in prestigious universities, shaping generations of students in Mathematics through his academic and pedagogical expertise. His professional experience includes leadership roles such as Vice-Rector, Head of Department, and long-term involvement in Mathematics Olympiads, where he trained and guided students toward national and international achievements, reinforcing his impact on Mathematics education. His research interests lie in the domain of nonlinear operators, with a focus on correct narrowing and expansion, aligning with deep theoretical advancements in Mathematics, while his authorship of more than 230 publications, including 28 school textbooks in Algebra and Geometry distributed to millions, highlights his unique contribution to Mathematics learning and teaching. Recognized with awards from the Ministry of Education and Science of Kazakhstan and honored with the badge of “BILIM BERU ISININҢ KURMETTI KYZMETKERI,” his honors reflect his profound influence in the Mathematics field. Dr. Abdukhali Shynybekov’s research skills extend from theoretical Mathematics to practical textbook innovation, enhancing the accessibility of Mathematics knowledge. In conclusion, his career embodies a rare integration of teaching excellence, research advancement, and educational leadership, where Mathematics has been the central force of his scholarly identity, and his remarkable legacy continues to inspire future generations of Mathematics learners and researchers through unwavering dedication to the discipline of Mathematics. His Google Scholar citations 688, h-index 14, i10-index 20, showcasing measurable research impact.

Profile: Google Scholar

Featured Publications

1. Otelbaev, M. O. (1983). Coercive estimates and separability theorems for elliptic equations. Transactions of the Steklov Mathematical Institute, 161(0), 195–217.

2. Mynbaev, C. T., & Otelbaev, M. O. (1988). Weighted function spaces and the spectrum of differential operators. Science.

3. Kalmenov, T. S., & Koshanov, B. D. (2008). Representation for the Green's function of the Dirichlet problem for polyharmonic equations in a ball. Siberian Mathematical Journal, 49(3), 423–428.

4. Kokebaev, B. C., Otelbaev, M. O., & Shynybekov, A. N. (1983). On the issues of expansion and contraction of operators. Reports of the Academy of Sciences, 271(6), 1307–1310.

5. Kanguzhin, B. E., & Koshanov, B. D. (2010). Necessary and sufficient conditions of resolvability boundary problems for non-uniform polyharmonic equations in a ball. Ufimskii Matematicheskii Zhurnal, 2(2), 41–52.

Dr. Prity Kumari | Mathematics | Women Researcher Award

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Dr. Prity Kumari | Mathematics | Women Researcher Award

PhD scholar | National Institute of Technology | India

Dr. Prity Kumari is an accomplished researcher in Mathematics with expertise in graph theory, combinatorics, cryptography, wireless sensor networks, and machine learning, demonstrating a strong academic and professional foundation through advanced studies and significant teaching experience in engineering mathematics, numerical methods, and discrete mathematics. Her doctoral work focused on the application of combinatorial design in wireless sensor networks, reflecting her depth in both theoretical and applied Mathematics. She has published impactful research in reputed SCIE and Q1/Q2 journals, contributing to key areas like group key management, cryptographic security, and re-keying prediction models using Mathematics-driven combinatorial and machine learning approaches. With fellowships, merit-based scholarships, and active participation in national-level workshops on post-quantum cryptography, cyber security, and Mathematics for machine learning, she has broadened her expertise and collaborative exposure. Dr. Prity Kumari has also enriched her professional skills through roles as a Mathematics faculty and teaching assistant, guiding learners in foundational and advanced topics of Mathematics. Her research skills highlight proficiency in combinatorial design, cryptographic applications, algorithmic development, and predictive modeling, aligning with cutting-edge directions in Mathematics and computer science. Awards, honors, and fellowships further strengthen her academic profile, demonstrating excellence and commitment. Beyond research, she engaged in leadership roles like hostel representative, reflecting organizational and interpersonal abilities. In conclusion, Dr. Prity Kumari embodies a Mathematics scholar whose contributions interconnect combinatorial structures, cryptographic security, and applied computational methods, making her a valuable academic and researcher with strong potential for further advancing the field of Mathematics.

Profiles: Google Scholar | ORCID

Featured Publications

1. Kumari, P., & Singh, K. R. (2024). Re-keying analysis in group key management of wireless sensor networks. Cryptography and Communications, 16(3), 665–677.

2. Mandal, R. K. P. K. N. R. D. S. S. K. (2024). Experimental comparison of pool boiling characteristics between CNT, GO, and CNT + GO-coated copper substrate. Heat Transfer. Advance online publication.

3. Kumar, P. K. K. R. S. R. (2025). Stacking ensemble algorithm to predict re-keying in group key management. Arabian Journal for Science and Engineering, 1–15.

4. Pegu, J., Singh, K. R., Kumari, P., & Mishra, V. N. (2025). Decomposition of corona graph. Filomat, 39(10), 3321–3328.

5. Kumari, P., & Singh, K. R. (2025). Re-keying in group key management for wireless sensor network using nested balanced incomplete block designs. IETE Journal of Research, 1–13.

Dr. Akinbo Bayo Johnson | Mathematics | Best Researcher Award

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Dr. Akinbo Bayo Johnson | Mathematics | Best Researcher Award

Senior Lecturer | Federal College of Education, Abeokuta, Nigeria and Postdoctoral researcher at Universidade Federal De Itajuba | Brazil 

Dr. Akinbo Bayo Johnson is a distinguished scholar in applied mathematics whose expertise spans fluid dynamics, entropy generation, nano and non-Newtonian fluids, thermodynamic models, and computational mathematics. With a Ph.D. in applied mathematics and solid foundations from advanced studies in mathematics, his academic journey has been dedicated to advancing theoretical and applied aspects of mathematics. He has served as a lecturer, senior researcher, and currently contributes as a postdoctoral researcher in Brazil, showcasing professional experience across teaching, supervision, and international research collaborations. His research interests are deeply rooted in mathematics, where he explores bioconvectional fluids, heat and mass transfer, and mathematical modeling, all of which have resulted in impactful publications in high-ranking journals. Dr. Akinbo has been honored with awards such as the Best Paper Award, Tetfund Postdoctoral Award, and multiple recognitions from scientific associations, reflecting his excellence in mathematics-driven research. His professional memberships in the Mathematical Association of Nigeria and related bodies further highlight his integration within the mathematics community. Skilled in MATHEMATICA programming and computational approaches, he has applied mathematics extensively in solving differential equations, thermodynamic systems, and fluid mechanics problems. His career demonstrates consistent contributions as a reviewer for international journals, strengthening the dissemination of mathematical knowledge. Overall, Dr. Akinbo Bayo Johnson embodies a commitment to mathematics through education, research, and professional service, and his dedication ensures that mathematics remains a vital tool in addressing complex scientific challenges while inspiring the next generation of mathematics researchers.

Profiles: Scopus | Google Scholar | ORCID

Featured Publications

1. Akinbo, B. J., & Olajuwon, B. I. (2023). Impact of radiation and heat generation/absorption in a Walters’ B fluid through a porous medium with thermal and thermo diffusion in the presence of chemical reaction. International Journal of Modelling and Simulation, 43(2), 87–100.

2. Akinbo, B. J., & Olajuwon, B. I. (2021). Impact of radiation and chemical reaction on stagnation-point flow of hydromagnetic Walters' B fluid with Newtonian heating. International Communications in Heat and Mass Transfer, 121, 105115.

3. Akinbo, B. J., & Olajuwon, B. I. (2019). Homotopy analysis investigation of heat and mass transfer flow past a vertical porous medium in the presence of heat source. International Journal of Heat & Technology, 37(3).

4. Akinbo, B. J., & Olajuwon, B. I. (2021). Radiation and thermal-diffusion interaction on stagnation-point flow of Walters' B fluid toward a vertical stretching sheet. International Communications in Heat and Mass Transfer, 126, 105471.

5. Akinbo, B. J., & Olajuwon, B. I. (2021). Heat transfer analysis in a hydromagnetic Walters' B fluid with elastic deformation and Newtonian heating. Heat Transfer, 50(3), 2033–2048.

6. Akinbo, B. J., Faniran, T., & Ayoola, E. O. (2015). Numerical solution of stochastic differential equations. International Journal of Advanced Research in Science, Engineering and Technology.

7. Akinbo, B. J., & Olajuwon, B. I. (2019). Heat and mass transfer in magnetohydrodynamics (MHD) flow over a moving vertical plate with convective boundary condition in the presence of thermal radiation. Sigma Journal of Engineering and Natural Sciences, 37(3), 1031–1053.

8. Akinbo, B. (2021). Influence of convective boundary condition on heat and mass transfer in a Walters’ B fluid over a vertical stretching surface with thermal-diffusion effect. Journal of Thermal Engineering, 7(7), 1784–1796.

9. Akinbo, B. J., & Olajuwon, B. I. (2019). Convective heat and mass transfer in electrically conducting flow past a vertical plate embedded in a porous medium in the presence of thermal radiation and thermo diffusion. Computational Thermal Sciences: An International Journal, 11(4).

10. Akinbo, B. J., & Olajuwon, B. I. (2025). Significance of Cattaneo-Christov heat flux model and heat generation/absorption with chemical reaction in Walters’ B fluid via a porous medium in the presence of Newtonian heating. International Journal of Modelling and Simulation, 45(1), 137–146.

Assoc. Prof. Dr. Surabhi Tiwari | Mathematics | Best Researcher Award

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Assoc. Prof. Dr. Surabhi Tiwari | Mathematics | Best Researcher Award

Associate Professor at Motilal Nehru National Institute of Technology, India

Assoc. Prof. Dr. Surabhi Tiwari is a distinguished academic in Mathematics with expertise spanning topology, rough set theory, and fuzzy systems. Her contributions in Mathematics reflect a deep commitment to advancing research, teaching, and mentoring. Through her work in Mathematics, she has authored numerous high-quality publications in reputed international journals, making significant contributions to applied and theoretical aspects of the subject. Dr. Tiwari has actively participated in Mathematics conferences and workshops, presenting innovative findings that influence global research. Her strong foundation in Mathematics enables her to connect complex theories with real-world applications, fostering an environment of academic excellence. Mathematics remains the central theme of her professional journey, shaping her as an influential researcher and teacher.

Professional Profile

ORCID Profile | Google Scholar Profile | Scopus Profile

Education

Assoc. Prof. Dr. Surabhi Tiwari pursued her higher education in Mathematics, beginning with a strong foundation in the subject and advancing toward specialized research in topology, fuzzy set theory, and computational applications. Her academic qualifications in Mathematics reflect dedication to the discipline and a progressive mastery of concepts. She obtained advanced degrees focusing on Mathematics, which equipped her with analytical skills and research expertise. Her doctoral research in Mathematics emphasized general topology and merotopic structures, showcasing her innovation in theoretical frameworks. Throughout her academic journey, Mathematics has been both a tool and a passion, enabling her to bridge theory and practice. Mathematics education laid the foundation for her professional accomplishments and contributions to global research communities.

Experience

Assoc. Prof. Dr. Surabhi Tiwari has extensive professional experience in Mathematics through her teaching, research, and academic leadership roles. She has served in reputed institutions, teaching Mathematics at various levels while also contributing to curriculum development and program management. Her experience extends beyond teaching, as she has guided doctoral and master’s students in Mathematics, ensuring the growth of future researchers. With active involvement in Mathematics departments, she has also taken up administrative responsibilities, demonstrating leadership and organizational skills. Her professional journey is deeply rooted in Mathematics, from classroom teaching to international collaborations. The emphasis on Mathematics in her career highlights her continuous pursuit of excellence and her commitment to advancing both theoretical and applied aspects of the subject.

Research Interest 

Assoc. Prof. Dr. Surabhi Tiwari research interests are deeply embedded in Mathematics, focusing on general topology, rough set theory, and fuzzy subsets. Mathematics forms the backbone of her scholarly work, with a strong emphasis on extending classical concepts into new domains. Her work on proximity spaces, metric extensions, and fractional models demonstrates the application of Mathematics to diverse scientific challenges. She is also actively engaged in exploring new frameworks within Mathematics that support advanced computation and modeling. Her publications highlight innovative contributions in Mathematics, influencing both pure and applied fields. Driven by curiosity and passion, Dr. Tiwari’s research interests in Mathematics aim to expand understanding, bridge knowledge gaps, and open new directions for future mathematical inquiry.

Award and Honor

Assoc. Prof. Dr. Surabhi Tiwari has received recognition in Mathematics through her contributions as a researcher, teacher, and academic leader. Her active participation in Mathematics societies and conferences has earned her a respected place in scholarly communities. The honors she has gained reflect her influence in advancing Mathematics research and education globally. As a contributor to Mathematics-focused journals, she has been invited as a reviewer, underscoring her expertise and credibility in the discipline. Memberships in Mathematics associations further highlight her recognition within the academic world. These awards and honors affirm her role in strengthening Mathematics through impactful research, knowledge dissemination, and mentorship. Her consistent engagement in Mathematics ensures her place among prominent figures in the field.

Research Skill

Assoc. Prof. Dr. Surabhi Tiwari has developed exceptional research skills in Mathematics, enabling her to approach problems with analytical depth and innovative methods. Her ability to construct frameworks in Mathematics allows her to explore topological structures, fuzzy systems, and differential equations with precision. Proficiency in Mathematics has helped her collaborate with peers and contribute to international journals. She applies rigorous mathematical reasoning to build theories that have practical and computational implications. Mathematics-based skills like logical modeling, abstraction, and problem-solving form the core of her expertise. These research skills in Mathematics have supported her supervision of students and contributions to academic projects. By refining these Mathematics skills, she continues to influence theoretical advancements and practical applications across disciplines.

Publication Top Notes

Title: Numerical simulation of second-order hyperbolic telegraph type equations with variable coefficients
Author: S Pandit, M Kumar, S Tiwari
Journal: Computer Physics Communications

Title: Approach Merotopies and Near Filters Theory and Application
Author: JF Peters, S Tiwari
Journal: Gen

Title: Topological structures in rough set theory: a survey
Author: PK Singh, S Tiwari
Journal: Hacettepe Journal of Mathematics and Statistics

Title: Grill determined L-approach merotopological spaces
Author: M Khare, S Tiwari
Journal: Fundamenta Informaticae

Title: Cech rough proximity spaces
Author: S Tiwari, PK Singh
Journal: Matematicki Vesnik

Title: An initial-value technique to solve third-order reaction–diffusion singularly perturbed boundary-value problems
Author: M Kumar, S Tiwari
Journal: International Journal of Computer Mathematics

Title: L-approach merotopies and their categorical perspective
Author: M Khare, S Tiwari
Journal: Demonstratio Mathematica

Title: An approach of proximity in rough set theory
Author: S Tiwari, PK Singh
Journal: Fundamenta Informaticae

Title: Completing extended metric spaces: an alternative approach
Author: JF Peters, S Tiwari
Journal: Applied Mathematics Letters

Title: Approach merotopological spaces and their completion
Author: M Khare, S Tiwari
Journal: International Journal of Mathematics and Mathematical Sciences

Title: A fixed point theorem in rough semi-linear uniform spaces
Author: PK Singh, S Tiwari
Journal: Theoretical Computer Science

Title: Completion in a common supercategory of Met, UAP, wsAP and Near
Author: M Khare, S Tiwari
Journal: Demonstratio Mathematica

Title: Smirnov type compactification of rough pseudo metric spaces using proximity approach
Author: S Tiwari, PK Singh
Journal: Afrika Matematika

Title: Rough semi-uniform spaces and its image proximities
Author: S Tiwari, PK Singh
Journal: Electronic Research Archive

Title: Proximal groups: Extension of topological groups. Application in the concise representation of Hilbert envelopes on oscillatory motion waveforms
Author: S Tiwari, JF Peters
Journal: Communications in Algebra

Title: Numerical simulation of second-order one dimensional hyperbolic telegraph equation
Author: S Pandit, M Kumar, S Tiwari
Journal: Computer Physics Communications

Title: An initial value technique to solve two-point non-linear singularly perturbed boundary value problems
Author: S Tiwari, M Kumar
Journal: Applied and Computational Mathematics

Title: Ultrafilter completeness in-approach nearness spaces
Author: S Tiwari
Journal: Mathematics in Computer Science

Title: α*-Uniformities and their order structure
Author: S Tiwari
Journal: Afrika Matematika

Title: Approach merotopies and associated near sets
Author: JF Peters, S Tiwari, R Singh
Journal: Theory and Applications of Mathematics & Computer Science

Conclusion

In conclusion, Assoc. Prof. Dr. Surabhi Tiwari has established herself as a leading academic in Mathematics through her teaching, research, and professional service. Her dedication to Mathematics reflects in her education, professional experience, research interests, and publications. By contributing significantly to Mathematics, she continues to inspire students and peers worldwide. Her recognition and honors emphasize the lasting value of her Mathematics contributions. Dr. Tiwari’s journey illustrates how Mathematics can be a transformative force in advancing knowledge and solving complex challenges. With continuous involvement in Mathematics, she is set to expand her impact even further. Mathematics remains central to her legacy, ensuring her role as a significant contributor to the discipline.

Assist. Prof. Dr. Somayeh Khademloo | Mathematics | Best Researcher Award

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Assist. Prof. Dr. Somayeh Khademloo | Mathematics | Best Researcher Award

Assistant proffessor at Babol Noshirvani University of Technology, Iran

Assist. Prof. Dr. Somayeh Khademloo has established herself as a distinguished academic in Mathematics, with extensive contributions to Mathematics education, Mathematics research, and Mathematics problem-solving. Her career demonstrates a profound dedication to Mathematics by merging theoretical Mathematics with applied Mathematics approaches. The expertise of Dr. Khademloo in Mathematics reflects a long-standing commitment to Mathematics advancement, where Mathematics knowledge is expanded through publications, Mathematics lectures, and Mathematics collaborations. She is recognized for achievements in Mathematics analysis and Mathematics teaching, consistently excelling in Mathematics projects. The foundation of her work remains Mathematics, where Mathematics methods and Mathematics innovations are emphasized. She continues to expand the horizons of Mathematics, enriching Mathematics communities and strengthening global appreciation of Mathematics in both academic and practical Mathematics contexts.

Professional Profile

ORCID Profile | Google Scholar Profile

Education 

Assist. Prof. Dr. Somayeh Khademloo pursued her academic journey through institutions of excellence, focusing deeply on Mathematics at every level. Her education in Mathematics includes undergraduate Mathematics, graduate Mathematics, and doctoral Mathematics, all strengthening her ability to apply Mathematics to advanced problems. From early Mathematics training to specialized Mathematics research, she excelled in Mathematics topics such as nonlinear analysis and Mathematics-based applications for solving equations. This academic foundation in Mathematics shaped her teaching and Mathematics writing, allowing her to develop critical expertise in Mathematics analysis. She became proficient in Mathematics methods, Mathematics tools, and Mathematics applications, building a solid base for Mathematics teaching and Mathematics innovation. Her educational path highlights strong Mathematics excellence, Mathematics leadership, and Mathematics progress through comprehensive Mathematics learning.

Experience 

Assist. Prof. Dr. Somayeh Khademloo has developed extensive professional experience in Mathematics through years of teaching, Mathematics mentoring, and Mathematics publication. She has taught various Mathematics courses, ranging from introductory Mathematics to advanced Mathematics, emphasizing the importance of Mathematics understanding. Her professional role as Assistant Professor of Mathematics demonstrates her dedication to Mathematics progress in academic institutions. She has participated in Mathematics conferences, Mathematics collaborations, and Mathematics curriculum development. By focusing on Mathematics challenges and Mathematics solutions, she has strengthened her professional impact in Mathematics. Her teaching includes subjects such as applied Mathematics, theoretical Mathematics, and functional Mathematics, all rooted in Mathematics excellence. Her professional journey reflects sustained contributions to Mathematics education and Mathematics scholarship, advancing Mathematics knowledge for both students and colleagues within Mathematics communities.

Research Interest 

Assist. Prof. Dr. Somayeh Khademloo’s research interests are firmly anchored in Mathematics, covering topics such as functional Mathematics, nonlinear Mathematics, and boundary Mathematics problems. She explores Mathematics solutions for partial differential equations, applies Mathematics to variational methods, and investigates Mathematics free boundary problems. Her work extends to Mathematics numerical analysis and the integration of Mathematics with deep neural networks. These Mathematics-based explorations highlight her commitment to Mathematics innovation and Mathematics application. Through Mathematics publications and Mathematics collaborations, she contributes to solving fundamental Mathematics questions. Her Mathematics research not only strengthens Mathematics theories but also develops new Mathematics techniques. She emphasizes the importance of Mathematics in understanding complex phenomena, and her dedication ensures Mathematics continues to evolve. Her Mathematics expertise inspires students and enriches Mathematics communities globally.

Award and Honor

Assist. Prof. Dr. Somayeh Khademloo has received multiple awards and honors that reflect her outstanding role in Mathematics. Recognitions include top Mathematics researcher, best Mathematics lecturer, and author of widely used Mathematics books, each underlining her excellence in Mathematics contributions. She has been consistently acknowledged for leadership in Mathematics and achievements in Mathematics innovation. These Mathematics awards showcase her consistent impact in Mathematics and her reputation in Mathematics institutions. Each Mathematics recognition strengthens her influence in Mathematics, proving her dedication to Mathematics excellence. By earning awards for Mathematics teaching and Mathematics writing, she demonstrates an ability to combine Mathematics expertise with Mathematics communication. Her honors validate years of Mathematics work, and they highlight her as a leading figure in Mathematics, inspiring future Mathematics scholars with her success.

Research Skill

Assist. Prof. Dr. Somayeh Khademloo possesses extensive research skills in Mathematics, allowing her to address complex Mathematics questions with precision. She has mastered Mathematics methodologies including numerical Mathematics, functional Mathematics, and applied Mathematics analysis. Her research skills extend to Mathematics computations, Mathematics modeling, and Mathematics simulations. She excels in connecting theoretical Mathematics with practical Mathematics solutions, enhancing Mathematics research output. Her proficiency in Mathematics enables her to design Mathematics studies, interpret Mathematics results, and publish Mathematics findings. She has built strong Mathematics collaborations, applying Mathematics to solve scientific and engineering problems. These Mathematics research skills ensure she remains a leader in Mathematics, contributing innovative Mathematics perspectives. By integrating Mathematics theories with Mathematics practices, her skills demonstrate exceptional capacity to expand Mathematics knowledge and develop pioneering Mathematics approaches.

Publication Top Notes

Title: Multiplicity results for perturbed fourth-order Kirchhoff type elliptic problems
Authors: M Ferrara, S Khademloo, S Heidarkhani
Journal: Applied Mathematics and Computation

Title: Nontrivial solutions for one-dimensional fourth-order Kirchhoff-type equations
Authors: S Heidarkhani, M Ferrara, S Khademloo
Journal: Mediterranean Journal of Mathematics

Title: Multiple solutions for a perturbed fourth-order Kirchhoff type elliptic problem
Authors: S Heidarkhani, S Khademloo, A Solimaninia
Journal: Portugaliae Mathematica

Title: On Adomian decomposition method for solving reaction diffusion equation
Authors: GA Afrouzi, S Khademloo
Journal: International Journal of Nonlinear Science

Title: Existence of Sign-Changing Solutions for a Nonlocal Problem of p-Kirchhoff Type
Authors: SH Rasouli, H Fani, S Khademloo
Journal: Mediterranean Journal of Mathematics

Title: Infinitely many solutions for anisotropic variable exponent problems
Authors: S Khademloo, GA Afrouzi, TN Ghara
Journal: Complex Variables and Elliptic Equations

Title: A numerical method to find positive solution of semilinear elliptic Dirichlet problems
Authors: GA Afrouzi, S Khademloo
Journal: Applied Mathematics and Computation

Title: The Nehari manifold for a class of indefinite weight semilinear elliptic equations
Authors: GA Afrouzi, S Khademloo
Journal: Bulletin of the Iranian Mathematical Society

Title: Some numerical results on a convex nonlinear elliptic problem
Authors: GA Afrouzi, S Khademloo
Journal: Applied Mathematics and Computation

Title: Eigenvalue problems for the p-Laplace operator with nonlinear boundary condition
Authors: S Khademloo
Journal: Australian Journal of Basic and Applied Sciences

Title: A two-phase free boundary with a logarithmic term
Authors: M Fotouhi, S Khademloo
Journal: Interfaces and Free Boundaries

Title: Variational approaches for Lagrangian discrete nonlinear systems
Authors: AAH Alkhalidi, GA Afrouzi, S Khademloo
Journal: Mathematics

Title: Multiplicity of Positive Solutions for a Second-Order Elliptic System of Kirchhoff Type
Authors: S Khademloo, E Valipour, A Babakhani
Journal: Abstract and Applied Analysis

Title: The nehari manifold for semilinear equation with Dirichlet boundary condition
Authors: S Khademloo, GA Afrouzi, M Kardoost
Journal: International Journal of Nonlinear Science

Title: Numerical solutions of diffusive logistic equation
Authors: GA Afrouzi, S Khademloo
Journal: Chaos, Solitons & Fractals

Title: Principal eigenvalues of the p-Laplacian with the boundary condition involving indefinite weight
Authors: GA Afrouzi, S Khademloo
Journal: Wor. J. Mod. Sim

Title: On numerical results of an elliptic boundary value problem
Authors: GA Afrouzi, S Khademloo
Journal: International Journal of Nonlinear Science

Title: Existence of weak solutions for second-order boundary-value problems of Kirchhoff-type with variable exponents
Authors: IE Eskandarkolaei, S Khademloo, GA Afrouzi
Journal: Differential Equations

Title: Existence and multiplicity of solutions for a quasilinear elliptic system on unbounded domains involving nonlinear boundary conditions
Authors: S Khademloo, GA Afrouzi, J Xu
Journal: Journal of Applied Analysis & Computation

Title: On the existence of multiple solutions for a three-point nonlinear boundary value problem of p-Laplacian type
Authors: S Abaspour, S Khademloo, SH Rasouli
Journal: Afrika Matematika

Conclusion

 Assist. Prof. Dr. Somayeh Khademloo represents excellence in Mathematics through her career, education, and publications. Her achievements in Mathematics teaching, Mathematics research, and Mathematics writing underline her dedication to Mathematics. She continues to inspire through Mathematics leadership, applying Mathematics methods and advancing Mathematics theories. The recognition she has earned in Mathematics confirms her role as a leading Mathematics academic. Her lifelong commitment to Mathematics demonstrates passion and resilience in Mathematics scholarship. Through professional engagement in Mathematics, she ensures Mathematics remains central to scientific and educational advancement. By expanding Mathematics understanding and promoting Mathematics applications, her work strengthens Mathematics communities globally. Ultimately, her contributions to Mathematics reflect unwavering dedication to the field, ensuring Mathematics development for future generations in Mathematics.

Dr. Derya Bayril Aykut | Mathematics | Best Researcher Award

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Dr. Derya Bayril Aykut | Mathematics | Best Researcher Award

Research Assistant at Dokuz Eylül University, Turkey

Dr. Derya Bayril Aykut has a distinguished academic profile rooted deeply in Mathematics, contributing significantly to advanced Mathematics research. Her expertise spans pure Mathematics, applied Mathematics, and innovative Mathematics-based methodologies. She has developed original Mathematics theories in geometry and kinematics while applying Mathematics to interdisciplinary fields. Mathematics is central to her academic publications, presentations, and teaching philosophy. With Mathematics as a core foundation, she actively engages in Mathematics communities, contributing to Mathematics conferences, Mathematics seminars, and Mathematics collaborations. Mathematics informs every stage of her scholarly work, from problem formulation to solution development. Her commitment to Mathematics extends beyond research, integrating Mathematics into student mentorship and academic service, reflecting a career entirely shaped by Mathematics excellence.

Professional Profile

Google Scholar

Education 

Dr. Derya Bayril Aykut’s educational journey is firmly anchored in Mathematics, with a doctoral degree in Mathematics and postgraduate specialization in Mathematics. She pursued Mathematics studies at renowned institutions, advancing her understanding of Mathematics theories, Mathematics applications, and Mathematics research techniques. Her doctoral work focused on the application of Mathematics to Lie group analysis and kinematics, demonstrating a mastery of Mathematics problem-solving. Through her education, Mathematics became the framework for her intellectual growth, allowing her to explore both theoretical Mathematics and applied Mathematics. Her continuous academic involvement in Mathematics ensures she stays updated on global Mathematics advancements. Education in Mathematics not only shaped her expertise but also reinforced her dedication to promoting Mathematics in teaching and scholarly projects.

Experience 

Dr. Derya Bayril Aykut’s professional experience reflects a continuous engagement with Mathematics in academia and research. She has taught Mathematics courses, including Calculus I and Calculus II, introducing students to foundational Mathematics concepts and advanced Mathematics techniques. Her professional contributions involve presenting Mathematics research at conferences, publishing Mathematics articles, and participating in Mathematics-focused scientific organizations. Mathematics informs her approach to problem-solving, enabling her to address complex challenges through Mathematics models. She collaborates internationally with Mathematics scholars to expand Mathematics knowledge and practical applications. Her career trajectory demonstrates a seamless integration of Mathematics in teaching, research, and service, ensuring Mathematics remains at the center of her professional identity, inspiring future Mathematics scholars through her academic contributions.

Research Interest 

Dr. Derya Bayril Aykut’s research interests lie within advanced Mathematics, including geometry, kinematics, and applications of Mathematics to physical systems. She investigates Mathematics frameworks for rigid-body motions, Lie group theory, and space kinematics, demonstrating the versatility of Mathematics in addressing real-world and abstract problems. Her work explores Mathematics methods in both theoretical Mathematics and applied Mathematics contexts, bridging pure Mathematics research with interdisciplinary studies. She emphasizes the role of Mathematics in modeling, simulation, and computational problem-solving. Her publications showcase Mathematics innovations that contribute to global Mathematics discourse. She is dedicated to exploring new Mathematics perspectives, ensuring her research remains relevant and impactful within the evolving landscape of Mathematics sciences and applications.

Award and Honor

Dr. Derya Bayril Aykut has received recognition for her contributions to Mathematics, reflecting her commitment to Mathematics advancement. Her achievements in Mathematics include publishing impactful Mathematics research, presenting Mathematics findings at prestigious Mathematics conferences, and receiving honors for excellence in Mathematics education and scholarship. Memberships in Mathematics associations further underline her leadership within the Mathematics community. She has been part of collaborative Mathematics projects recognized nationally and internationally. These awards and honors acknowledge her dedication to Mathematics progress and the dissemination of Mathematics knowledge. Each recognition strengthens her resolve to further integrate Mathematics into academia, research, and professional service, ensuring Mathematics remains a driving force in her academic career.

Research Skill

Dr. Derya Bayril Aykut possesses a broad range of Mathematics research skills, including theoretical Mathematics analysis, applied Mathematics modeling, and computational Mathematics simulations. She excels in Mathematics problem formulation, solution optimization using Mathematics techniques, and interpretation of Mathematics results. Her proficiency in advanced Mathematics tools and programming enhances her ability to work on complex Mathematics challenges. Skilled in both pure Mathematics and applied Mathematics, she bridges the gap between Mathematics theory and practice. Her expertise extends to writing Mathematics research papers, delivering Mathematics presentations, and leading Mathematics collaborations. These Mathematics skills allow her to contribute meaningfully to academic Mathematics discussions, producing high-quality Mathematics outputs recognized in the global Mathematics community.

Publication Top Notes

Title: On plane-symmetric rigid-body motions
Author: D Bayril, JM Selig
Journal: Journal of Geometry

Title: The geometry of line-symmetric rigid-body motions
Author: D Bayril, JM Selig
Journal: Differential Geometry and its Applications

Title: Lie Algebra Contributions to Instantaneous Plane Kinematics
Author: İ Karakılıç, DB Aykut
Journal: Ikonion Journal of Mathematics

Conclusion

Dr. Derya Bayril Aykut’s career is a testament to the transformative power of Mathematics, as every stage of her academic and professional life has been guided by Mathematics principles. From her Mathematics education to her Mathematics research, teaching, and publications, Mathematics serves as the foundation of her contributions to academia. Her dedication to Mathematics excellence is evident in her achievements, skills, and collaborations, all of which enhance the global Mathematics landscape. She continues to promote Mathematics through active participation in Mathematics communities and projects. Her legacy in Mathematics will inspire future generations of Mathematics scholars to embrace Mathematics as both a discipline and a lifelong pursuit.