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Alexei Shadrin is a University Lecturer in the Department of Applied Mathematics and Theoretical Physics (DAMTP) at the University of Cambridge. His research primarily focuses on Numerical Analysis, with a keen interest in Approximation Theory. Specific areas of exploration include spline and polynomial interpolation, shape-preserving approximation techniques, as well as problems related to numerical differentiation through inequalities such as the Markov, Landau, and Kolmogorov-type inequalities. His current research includes work on Karlin's conjecture and Zolotarev polynomials, as well as the exact constants in Jackson-Stechkin-type inequalities. Over his academic career, he has contributed significantly to the field with several publications, enhancing the understanding of approximation methods and their practical applications in mathematical analysis.
Department of Applied Mathematics and Theoretical Physics, University of Cambridge • Cambridge, England
Teaching and conducting research in Applied Mathematics with a focus on Numerical Analysis.
RWTH Aachen • Aachen, Germany
Conducted research in mathematical analysis and supported faculty in various projects.
University of Bonn • Bonn, Germany
Engaged in advanced research in mathematics under the Humboldt fellowship program.
Novosibirsk Computing Center • Novosibirsk, Russia
Developed computational methods and conducted research in applied mathematics.
Standard postgraduate requirements for Department of Politics and International Studies (POLIS) and related humanities departments.