Dr. Gary Nash | Gravity and quantum theory | Best Researcher Award |

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Dr. Gary Nash | Gravity and quantum theory | Best Researcher Award

Physicist at Nashco Enterprises Ltd., Canada

Dr. Gary Nash is a Canadian theoretical physicist based in Edmonton, Alberta. With a deep-rooted passion for understanding the fabric of the universe, Dr. Nash’s career journey is both unconventional and inspiring. After earning his Ph.D. in physics at a young age, he temporarily stepped away from academic research due to limited local opportunities and built a successful four-decade career in the construction industry. Upon retirement, he reignited his passion for theoretical physics and has since made significant original contributions to the unification of general relativity and quantum field theory. His resilience, intellectual independence, and groundbreaking insights mark him as a unique and visionary thinker in modern physics.

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Education

Dr. Nash received his Ph.D. in Physics from the Theoretical Physics Institute at the University of Alberta in 1975, where he specialized in classical and quantum field theory, general relativity, and differential geometry. Prior to this, he completed his B.Sc. (Honours) in Physics at the University of Calgary in 1971. His academic training laid a strong foundation in the fundamental theories of spacetime, gravitation, and field dynamics.

Experience

Although his formal research career paused after earning his doctorate, Dr. Nash redirected his energy into the construction industry, where he worked for over 40 years managing and building residential and commercial properties. Upon retiring, he resumed full-time theoretical research, working independently and dedicating himself to solving foundational problems in physics. His non-linear professional path is a testament to lifelong learning and the enduring power of intellectual curiosity.

Research Interest

Dr. Nash’s research centers on the geometric unification of gravity and quantum theory, culminating in the formulation of Modified General Relativity (MGR). His work re-examines Einstein’s early postulates, addresses the longstanding issue of local gravitational energy-momentum, and extends the Einstein field equations with a novel symmetric tensor derived using Lie derivatives. MGR links the gravitational field to quantum field theory via the Proca tensor, potentially explaining dark energy, dark matter, and quantum entanglement through a purely geometric framework. His investigations involve deep applications of differential geometry, Lorentzian manifolds, and tensor decomposition, and present a singularity-free model of spacetime.

Award

While formal accolades are limited due to his independent research status and long break from academia, Dr. Nash’s contributions have been recognized through publication in high-impact peer-reviewed journals. His intellectual legacy is building through citations, discussions, and increasing recognition in theoretical physics circles. Given the significance of his work, he is a strong candidate for prestigious awards in theoretical and gravitational physics.

Publication

Dr. Nash has authored a series of rigorous and insightful papers that chart the evolution of his Modified General Relativity framework:

2019 – Modified General Relativity, General Relativity and Gravitation, 51, 53 [arXiv:1904.10803v7]

2021 – Modified General Relativity and Quantum Theory in Curved Spacetime, International Journal of Modern Physics A, 36(29)

2023 – Modified General Relativity and Dark Matter, International Journal of Modern Physics D, 32(6)

2025 – The Unification of Gravity and the Spin-1 Field, International Journal of Modern Physics A, 40(6)

These works are critical for researchers exploring the intersection of gravitational theory, quantum fields, and cosmological phenomena. His research offers a fresh tensor-based lens on the “dark universe” and bridges foundational gaps between classical and quantum physics.

Conclusion

Dr. Gary Nash exemplifies the spirit of scientific perseverance and originality. Despite decades away from formal research, he has returned with groundbreaking theoretical insights that challenge conventional paradigms and propose a deeper, geometry-based understanding of the universe. His theory of Modified General Relativity stands as a potential milestone in the journey toward unifying the laws of physics. With further engagement in collaborative and academic settings, Dr. Nash’s work promises to make a lasting impact on theoretical physics. His profile is highly deserving of serious recognition through major research honors and awards.

Mr. khurrem shehzad | Mathematics | Best Researcher Award |

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Mr. khurrem shehzad | Mathematics | Best Researcher Award 

Student, at Jiangsu University China, China.

Mr. Khurrem Shehzad is a committed academic and researcher in the field of applied mathematics, with over 14 years of teaching and research experience. His scholarly work explores the complex behavior of nonlinear wave systems, solitons, and their diverse physical applications. Currently pursuing a Ph.D. at Jiangsu University, China, Mr. Shehzad is deeply engaged in theoretical modeling and scientific computation, contributing to the advancement of knowledge in wave dynamics, optics, and mathematical physics.

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🎓 Education 

Mr. Shehzad began his academic journey with an M.Sc. in Mathematics from the University of Engineering and Technology (UET) Lahore in 2008. He further specialized by completing an MPhil in Mathematics from the same university in 2013, where he explored advanced inequalities on time scales. Currently, he is a Ph.D. scholar at Jiangsu University in Zhenjiang, China, conducting in-depth research on the dynamic characteristics and stability of nonlinear wave systems, with a strong emphasis on their real-world applications in physics and engineering.

💼 Experience 

Mr. Shehzad started his teaching career as a Tutor/Instructor at the Virtual University of Pakistan (2010–2015), where he gained valuable experience in online education. Since 2015, he has been serving as a Lecturer in Mathematics at the University of Agriculture Faisalabad, where he is actively involved in teaching, academic advising, and research supervision. His role reflects a consistent dedication to education, curriculum development, and student mentoring.

🔬 Research Interests 

Mr. Shehzad’s primary research interests lie in nonlinear partial differential equations, soliton solutions, and wave propagation phenomena. He applies analytical and numerical methods to study solitons, breathers, kink solutions, and other nonlinear wave structures across physical media, including optical fibers, fluid dynamics, and magnetized plasmas. His interdisciplinary research connects applied mathematics with modern physics and engineering, focusing on real-world relevance and stability analysis.

🏆 Awards 

Mr. Shehzad has earned recognition for his consistent academic and research performance. His admission to the Ph.D. program at Jiangsu University with a focus on international collaboration reflects both merit and scholarly promise. Additionally, his involvement in international conferences, book chapters, and advanced mathematical modeling projects adds to his growing list of accomplishments.

📚 Top Noted Publications 

Title: Dynamic study of multi-peak solitons and other wave solutions of new coupled KdV and new coupled Zakharov–Kuznetsov systems with their stability
Authors: J. Wang, K. Shehzad, A.R. Seadawy, M. Arshad, F. Asmat
Citations: 111
Index: Journal of Taibah University for Science 17 (1), 2163872
Year of Publication: 2023

Title: Multi peak solitons and breather-type wave solutions of unstable NLSEs with stability and applications in optics
Authors: K. Shehzad, A.R. Seadawy, J. Wang, M. Arshad
Citations: 56
Index: Optical and Quantum Electronics 55 (1), 7
Year of Publication: 2023

Title: Novel computational study on MHD flow of nanofluid with gyrotactic microorganisms due to porous stretching sheet
Authors: M. Jawad, K. Shehzad, R. Safdar
Citations: 37
Index: Punjab University Journal of Mathematics 52 (12)
Year of Publication: 2021

Title: Novel traveling wave solutions and stability analysis of perturbed Kaup-Newell Schrödinger dynamical model and its applications
Authors: X. Qian, D. Lu, M. Arshad, K. Shehzad
Citations: 23
Index: Chinese Physics B 30 (2), 020201
Year of Publication: 2021

Conclusion

In summary, Mr. Khurrem Shehzad is an accomplished and focused researcher whose work significantly contributes to the fields of applied mathematics and nonlinear dynamics. With a solid foundation in mathematics education, a growing body of impactful research, and international academic exposure, he exemplifies the qualities of a forward-thinking scholar. His dedication to both teaching and research makes him a valuable asset to the academic and scientific communities.

Prof Anita Tomar | Nonlinear Functional Analysis | Best Researcher Award |

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Prof. Anita Tomar | Nonlinear Functional Analysis | Best Researcher Award | 

Head, atPt. L. M. S. Campus, Sri Dev Suman Uttarakhand University, Rishikesh, Uttarakhand , India.

Prof. Anita Tomar is a distinguished mathematician and academic leader, serving as Professor and Head of the Department of Mathematics at Pt. L. M. S. Campus, Sri Dev Suman Uttarakhand University, Rishikesh. With over 25 years of teaching and research experience, she has significantly contributed to the field of Fixed Point Theory, Fractals, and Nonlinear Functional Analysis. Her work has influenced both academia and policy, particularly in curriculum development under NEP 2020.

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Education 🎓

Prof. Tomar holds a Ph.D. in Mathematics (2003) with a thesis on “Coincidences and Fixed Points of Single-Valued and Multivalued Maps.” She completed her M.Phil. (1986) and M.Sc. (1985) in Mathematics, both with first-division honors. Her academic journey is complemented by orientation and refresher courses from prestigious institutions like Lucknow University, Aligarh Muslim University, and Jamia Millia Islamia.

Professional Experience 💼

With 25+ years of experience, Prof. Tomar has been a Public Service Commission-selected faculty and has played a crucial role in academia. She is a life member of leading mathematical societies, including the Indian Mathematical Society and Indian Society for the History of Mathematics. Additionally, she serves as a subject expert for the Uttarakhand Subordinate Service Selection Commission (UKSSSC) and has been a key contributor to national curriculum development initiatives.

Research Interests 🌍

Her primary research areas include Fixed Point Theory and its Applications, Fractals, and Nonlinear Functional Analysis. She has made substantial contributions to mathematical modeling and computational techniques, impacting various interdisciplinary applications. She has also played a key role in syllabus development for mathematics and statistics under the National Education Policy (NEP) 2020, shaping the future of mathematics education in Uttarakhand.

Awards & Honors 🏆

Prof. Tomar has received numerous prestigious awards for her contributions to research and education, including:

Excellence in Research Award (2023) – Government of Uttarakhand, UCOST, and ONGC.

Chief Minister Excellence and Good Governance Award (2020-21) – Recognized for outstanding academic leadership.

Women Scientist Award (2021) – Uttarakhand Council of Science and Technology (UCOST).

Teacher of the Year (2020) – Honored for excellence in teaching and mentorship.

Top Noted Publications 📚

Weaker Forms of Commuting Maps and Existence of Fixed Points – SL Singh, A Tomar – 101 citations – J. Korea. Soc. Math. Educ. Ser. B: Pure Appl. Math., 2003

Fixed Point to Fixed Ellipse in Metric Spaces and Discontinuous Activation Function – M Joshi, A Tomar, SK Padaliya – 39 citations – Appl. Math. E-Notes, 2021

Fixed Point to Fixed Circle and Activation Function in Partial Metric Space – A Tomar, M Joshi, SK Padaliya – 31 citations – J. Appl. Anal., 2021 (DOI: 10.1155/2021/5525472)

On Fixed Points, Their Geometry and Application to Satellite Web Coupling Problem in Metric Spaces – M Joshi, A Tomar, T Abdeljawad – 29 citations – AIMS Mathematics, 2023

On Unique and Nonunique Fixed Points and Fixed Circles in Mbv-Metric Space and Application to Cantilever Beam Problem – M Joshi, A Tomar, AH Nabwey, R George – 28 citations – Journal of Function Spaces, 2021 (Article ID: 6681044)

Some Coincidence and Common Fixed Point Theorems Concerning F-Contraction and Applications – A Tomar, R Sharma – 25 citations – J. Internat. Math. Virtual Institute, 2018

Conclusion

Dr. Anita Tomar is a highly suitable candidate for the Best Researcher Award, given her extensive research output, awards, and contributions to academia. Strengthening international collaborations and securing funded projects would further elevate her profile for global recognition.

Prof Volodymyr Mikhailets | Analysis | Best Researcher Award |

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Prof. Volodymyr Mikhailets | Analysis | Best Researcher Award

head of laboratory, at Institute of Mathematics of the National Academy of Sciences of Ukraine, Ukraine.

Prof. Volodymyr Mikhailets is a distinguished mathematician specializing in Partial Differential Equations (PDEs), Functional Analysis, and Mathematical Physics. With an academic career spanning over five decades, he has significantly contributed to spectral theory, interpolation methods, and Hilbert scales. Currently, he serves as a Visiting Professor at King’s College London and leads the Laboratory of PDEs at the Institute of Mathematics, National Academy of Sciences of Ukraine. His work has had a profound impact on both theoretical mathematics and applied mathematical models.

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Education 🎓

Prof. Mikhailets earned his Ph.D. in Mathematics (1976) and later a Doctor of Physical and Mathematical Sciences (Dr. habil., 1990) from the Institute of Mathematics, NAS of Ukraine. He completed his M.Sc. (1972) and B.Sc. (1971) in Mathematics with honors from Taras Shevchenko National University of Kyiv.

Professional Experience 💼

Prof. Mikhailets has held several key academic and research positions. Since 2019, he has been the Head of the Laboratory of PDEs at the Institute of Mathematics, NAS of Ukraine. He has served as a researcher at the Institute of Mathematics, Czech Academy of Sciences (2022–2024) and was a professor at the National Technical University of Ukraine (2013–2022). His previous positions also include professorships in Poland and research roles at NAS Ukraine since 1975.

Research Interests 🌍

His research primarily revolves around functional analysis, spectral theory, interpolation spaces, and differential equations. He has made significant advancements in the theory of Hilbert scales, elliptic and parabolic problems, and spectral properties of differential operators. His contributions extend to mathematical physics, particularly in the study of Schrödinger operators and eigenvalue problems.

Awards & Honors 🏆

Throughout his career, Prof. Mikhailets has been recognized for his outstanding contributions to mathematics. He has received multiple accolades from the National Academy of Sciences of Ukraine and has been invited to prestigious international research institutes in Poland, the Czech Republic, and the United Kingdom. His work continues to influence modern mathematical theory and applications.

Top Noted Publications 📚

Hörmander Spaces, Interpolation, and Elliptic Problems – V.A. Mikhailets, A.A. Murach – 127 citations – 2014

The Refined Sobolev Scale, Interpolation, and Elliptic Problems – V.A. Mikhailets, A.A. Murach – 102 citations – 2012

Improved Scales of Spaces and Elliptic Boundary-Value Problems II – V.A. Mikhailets, A.A. Murach – 81 citations – 2006

Interpolation with a Function Parameter and Refined Scale of Spaces – V.A. Mikhailets, A.A. Murach – 73 citations – 2007

Interpolation Hilbert Spaces Between Sobolev Spaces – V.A. Mikhailets, A.A. Murach – 62 citations – 2011

Conclusion

Dr. Mikhailets Volodymyr is a highly accomplished researcher in mathematics with a strong international reputation, leadership experience, and significant contributions to PDEs and mathematical physics. While his impact within mathematics is outstanding, his influence in broader interdisciplinary applications and global research awards could be expanded.