Adam Doliwa

Adam Doliwa is a Professor at the Department of Discrete Mathematics and Theoretical Foundations of Computer Science within the Faculty of Mathematics and Computer Science at the University of Warmia and Mazury in Olsztyn, Poland. Holding the title of Prof. Dr. hab., he maintains an active research program with 54 publications indexed in Web of Science, accumulating 637 citations (WoS) and 1774 citations (Google Scholar), with corresponding H-indices of 17 and 22 respectively.

Professor Doliwa's research spans several interconnected areas of pure and applied mathematics, with a particular focus on integrable systems, discrete mathematics, and their geometric interpretations. His work bridges theoretical mathematics with applications in quantum computing and mathematical physics. He has made significant contributions to the understanding of orthogonal polynomials, non-commutative algebra structures, and discrete differential geometry. His recent publications demonstrate a consistent research trajectory exploring the deep connections between algebraic structures, geometric configurations, and integrable systems.

Analysis of his 15 most recent publications reveals a strong emphasis on non-commutative extensions of classical mathematical structures, discrete integrable systems, and their geometric interpretations. His work frequently connects orthogonal polynomials with integrable equations, explores non-commutative versions of classical algebraic structures, and investigates geometric configurations related to integrable mappings. A distinctive feature of his research is the consistent application of geometric methods to understand algebraic and combinatorial properties of discrete systems.

Professor Doliwa has successfully supervised one doctoral student to completion and indicates willingness to supervise additional doctoral candidates. His research is supported by statutory research funds, and his department is equipped with necessary infrastructure to support planned research activities. His scientific contributions have established him as a recognized researcher in the fields of integrable systems and discrete mathematics, with an international presence evidenced by his publications in prestigious journals and his ResearchGate profile.