Prof. Dr. Anatolij Prykarpatski | supersymmetric models of quantum physics | Excellence Award (Any Scientific field)

Prof. Dr. Anatolij Prykarpatski, Lviv Polytechnic National University, Ukraine

Anatolij K. Prykarpatsky is a prominent Ukrainian mathematician and physicist, specializing in mathematical physics. He holds a Ph.D. and Habilitation degree in Mathematics and Physics. With a distinguished career as a full professor at Lviv Polytechnic National University in Ukraine, he has contributed extensively to applied mathematics, mathematical physics, and dynamical systems. Prof. Prykarpatsky has been a visiting professor at renowned institutions like the New Jersey Institute of Technology (USA), Massachusetts Institute of Technology (MIT), and Hacettepe University (Turkey). His work spans differential equations, algebraic methods, quantum mathematics, and nonlinear dynamical systems. Fluent in several languages, including English, Polish, and Russian, his contributions are recognized globally, having collaborated with researchers across Europe, the USA, and Russia. His dedication to teaching and research makes him a respected figure in the field of mathematical physics.

Profile :

Orcid 

Education :

Anatolij K. Prykarpatsky earned his Master’s degree in Physics from Ivan Franko Lviv State University in 1975. He later pursued a graduate program in Mathematical Physics at the Institute of Mathematics of the National Academy of Sciences of Ukraine, where he completed his Ph.D. in 1980. His dissertation focused on the integrability of ordinary Riccati and partial differential equations in mathematical physics. In 1987, he received his Habilitation degree, with a thesis on nonlinear dynamical systems of statistical and mathematical physics. His academic journey was further enriched through research at the Laboratory of Theoretical Physics at the Joint Institute for Nuclear Research in Dubna, Russia. Prof. Prykarpatsky’s advanced studies have shaped his multidisciplinary expertise in mathematics and physics, enabling him to explore complex systems and contribute significantly to scientific advancements in various fields, including quantum mathematics and dynamical systems.

Experience :

Prof. Anatolij K. Prykarpatsky has a distinguished academic career, serving as a full professor in the Department of Computational Mathematics at Lviv Polytechnic National University, Ukraine, since 1995. His international experience includes multiple visits as a professor to prestigious institutions such as the New Jersey Institute of Technology (USA), Massachusetts Institute of Technology (MIT), and Hacettepe University (Turkey). His teaching expertise covers a range of courses in mathematical physics, dynamical systems, algebra, and operator theory. He has advised numerous graduate and Ph.D. students across Europe, Ukraine, and Russia. His involvement in various international collaborations, alongside his extensive research background, has earned him a reputation as a leading figure in his field. Throughout his career, Prof. Prykarpatsky has made significant contributions to the development of mathematical theories and applied methodologies, particularly in nonlinear dynamics and quantum mathematics, establishing a solid academic legacy.

Awards and Honors :

Anatolij K. Prykarpatsky has received several prestigious awards in recognition of his groundbreaking work in mathematics and physics. In 1982, he was honored with a Diploma from the National Academy of Sciences (NAS) in Mathematical Physics, Kyiv. He received the Ostrovsky Republican Award in Science and Technology in 1984. In 2003, he was awarded the Silver Order “For the Service” by the President of the Polish Republic. Prof. Prykarpatsky’s scientific excellence was further recognized by the Western Scientific Centre of NAS of Ukraine in 2003. In 2009, he received the N. Bogolubov Award in Statistical and Mathematical Physics from NAS Ukraine. In 2019, he was awarded the prestigious State Prize in Science and Technology of Ukraine. These accolades reflect his significant contributions to the advancement of scientific knowledge, particularly in the fields of nonlinear dynamical systems, mathematical physics, and quantum mathematics.

Research Focus :

Prof. Anatolij K. Prykarpatsky’s research focuses on a wide range of topics within mathematical physics, emphasizing nonlinear dynamical systems, quantum mathematics, and differential geometric methods. His work in dynamical systems theory explores the mathematical properties and integrability of complex systems, particularly through functional-operator methods. He also investigates the role of algebraic structures in mathematical physics, with particular interest in Lie groups and algebras. His exploration of quantum mathematics in computer science has led to contributions in the areas of quantum deformations, statistical physics, and integrable Hamiltonian systems. Prof. Prykarpatsky’s research also extends into applied mathematics, including operator theory, ergodic theory, and mathematical analysis. His approach combines rigorous mathematical frameworks with practical applications, making significant strides in understanding the behavior of physical systems. His recent work has explored the supersymmetry of integrable systems, conformal Lie superalgebras, and related quantum mechanical structures.

Publications Titles with Emojis:

1. On Superization of Nonlinear Integrable Dynamical Systems 📊🔬
2. Some Remarks on the Inverse Problem in the Variational Calculus 🧩📐
3. On Superization of Nonlinear Integrable Dynamical Systems (Preprint) 🔄💡
4. Supersymmetric Integrable Hamiltonian Systems and Their Factorized Semi-Supersymmetric Generalizations 🌀🔒
5. On Some Aspects of the Courant-Type Algebroids and Integrable Systems ⚙️📚
6. On the Quantum Deformations of Associative Sato Grassmannian Algebras 🧪🧬
7. Раціональна факторизація гамільтонових потоків 🔬🌐
8. Symplectic Geometry Aspects of the Kardar–Parisi–Zhang Equation 🏛️🌪️
9. Special Issue Editorial “Symmetry of Hamiltonian Systems” 📘📈
10. Dark Type Dynamical Systems: The Integrability Algorithm 🌑🧮
11. Quantum Current Algebra in Action 🔮⚡
12. Entropy and Ergodicity of Boole-Type Transformations 🔄📉
13. On the Finite Dimensionality of Closed Subspaces 🔢📐
14. On the Bogolubov’s Chain of Kinetic Equations 🔗📉
15. Quantum Current Algebra Symmetry and Description of Kinetic Equations 🧬💥