Prof. Vladimir Filinov | Quantum Thermodynamics | Best Researcher Award

Published on by Global Energy Awards

Prof. Vladimir Filinov | Quantum Thermodynamics | Best Researcher Award

Joint Institute for High Temperatures of the Russian Academy of Sciences | Russia

Prof. Vladimir Filinov is a distinguished scientist at the Theoretical Department of the Institute for High Temperatures, Russian Academy of Sciences in Moscow, with a long-standing career in advanced theoretical and computational physics. His primary specialization focuses on computational methods of quantum statistical mechanics and wave propagation in random media, along with contributions to computer physics, Monte Carlo methods, perturbation theory of dense gases and plasmas, and solid-state systems. He has pioneered quantum complex-valued Monte Carlo techniques, path-integral approaches for stationary and non-stationary quantum problems, quantum molecular dynamics for the Wigner–Liouville equation, and the tomographic representation of quantum mechanics, with significant research on strongly correlated dusty, electromagnetic, and quark–gluon plasmas. His work has been widely recognized through notable awards, memberships in professional scientific societies, research grants, collaborative international programs, and visiting professorships across several universities worldwide. He has authored more than two hundred papers, numerous scientific communications, and several influential books and encyclopedia chapters, contributing extensively to the advancement of quantum statistical physics.

Filinov, V., Levashov, P., & Larkin, A. (2025). Wigner path integral representation of the density of states: Monte Carlo simulation of plasma media. Journal of Statistical Physics.

Filinov, V., Levashov, P., & Larkin, A. (2025). Density response and correlation functions in the Wigner path integral representation: Monte Carlo simulations. Physics Letters A: General Atomic and Solid State Physics.

Filinov, V. S., Levashov, P. R., & Larkin, A. S. (2025). Spectral density of the Wigner path integral operator correlation function representation: Monte Carlo simulation of the fermion dynamic structure factor. Molecular Physics.

Filinov, V. S., Levashov, P. R., & Larkin, A. S. (2024). Phase-space path-integral representation of the quantum density of states: Monte Carlo simulation of strongly correlated soft-sphere fermions. Physical Review E.

Filinov, V., Levashov, P., & Larkin, A. (2023). Density of states of a 2D system of soft-sphere fermions by path integral Monte Carlo simulations. Journal of Physics A: Mathematical and Theoretical.

Assoc Prof Dr. Emmanuel Adeyefa | Theoretical Physics | Editorial Board Member

Published on by Global Energy Awards

Assoc Prof Dr. Emmanuel Adeyefa | Theoretical Physics | Editorial Board Member

Federal University Oye Ekiti | Nigeria

Dr. Emmanuel Adeyefa is an experienced academic and administrator with extensive service in university departments, faculty committees, and accreditation panels. He has served in various leadership roles, including Acting Head of Department, Postgraduate Coordinator, Faculty Committee Chair, and Course Coordinator for several undergraduate and postgraduate mathematics courses. His teaching portfolio covers a wide range of advanced mathematical fields such as numerical analysis, fluid dynamics, analytical dynamics, real analysis, vector and tensor analysis, and mathematical methods. He has worked in multiple higher institutions, contributing to curriculum development, accreditation activities, academic leadership, and student disciplinary processes. He has actively participated in national and international conferences, presenting research in numerical methods, cryptography, differential equations, and applied mathematics. Dr. Adeyefa has supervised numerous undergraduate, MSc, and PhD research projects and serves as an external examiner in reputable universities. He is a member of several professional mathematical societies and contributes to scholarly publishing through peer review for multiple journals. His community service includes election duties and examining roles with national examination bodies. His research and academic activities span theoretical physics, high-energy physics, ordinary differential equations, numerical algorithms, and related mathematical applications.

Profiles: Scopus | Orcid | Google Scholar  

Featured Publications

Enoch, O. O., Adeyefa, E. O., & Alakofa, C. O. (2025). A three-step numerical method for solving second-order initial value problems using trigonometric–polynomial basis function. FUOYE Journal of Engineering and Technology, 10(1), 171–177.

Omole, E., Adeyefa, E. O., Apanpa, O., Ayodele, V. I., Amoyedo, M., & Emadifar, F. (2024). Unveiling the power of implicit six-point block scheme: Advancing numerical approximation of two-dimensional PDEs in physical systems. PLOS ONE, 19(5), 1–26.

Adeyefa, E. O., James, A. A., Olagunju, A. S., & Joseph, F. L. (2024). Development of a block method for solving multiple order ODEs. International Journal of Mathematics in Operational Research, 29(1), 51–65.

Omole, E. O., Adeyefa, E. O., Ayodele, V. I., Shokri, A., & Wang, Y. (2023). Ninth-order multistep collocation formulas for solving models of PDEs arising in fluid dynamics: Design and implementation strategies. Axioms, 12(9), 891.

Adeyefa, E. O., Omole, E. O., & Shokri, A. (2023). Numerical solution of second-order nonlinear partial differential equations originating from physical phenomena using Hermite-based block methods. Results in Physics, 46, 106270.