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Arnold Mathematical Journal (2020) 6:311–312 https://doi.org/10.1007/s40598-020-00164-6 FOREWORD 1 2 3 Anna Miriam Benini · Tanya Firsova · Scott Sutherland · Michael Yampolsky Published online: 11 November 2020 © Institute for Mathematical Sciences (IMS), Stony Brook University, NY 2020 This and 1–2 of subsequent issues of the ArMJ are dedicated to Misha Lyubich’s 60th Birthday and follow the anniversary conference “Analytic Low-Dimensional Dynamics” at Fields Institute, May 27–June 7, 2019. Misha Lyubich is an outstanding figure in the field of Dynamical Systems. He is one of the founders of modern-day real and complex one-dimensional dynamics, having in many ways shaped the development of this exciting field. Misha was born in 1959 in Kharkov, Ukraine, which was then a part of the Soviet Union. In 1975–1980 he was a student at the Mathematics and Mechanics Department of Kharkov State University (which, incidentally, was the scientific home of one of the great dynamicists of the late 1800-early 1900s, Alexandr Lyapunov). Lyubich’s senior thesis in 1980 on entropy of rational maps established that the topological entropy is always equal to the log of the degree (a result which was independently obtained by Gromov). Soviet political realities, and in particular, tacit anti-Semitic policies, influenced
Arnold Mathematical Journal – Springer Journals
Published: Nov 11, 2020
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