VLADIMIR I. ARNOLD-Collected Works

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Focusing on the period from 1991 to 1995, this collection features 27 influential papers by renowned mathematician V.I. Arnold. His work explores a diverse range of topics, including Vassiliev's theory of invariants and knots, bifurcations of plane curves, and the combinatorial properties of Bernoulli, Euler, and Springer numbers. Additionally, Arnold delves into the geometry of wave fronts, the Berry phase, and the quantum Hall effect, showcasing his profound contributions to modern mathematics.