Seminario Dottorato - UNIPD Dip. Matematica
Seminario Dottorato - UNIPD Dip. Matematica
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SYMMETRIES, GROUPS AND GRAPHS: FROM THE ORIGINS TO TODAY'S RESEARCH Symmetries are everywhere: we can find them in nature, art, music, poetry... we can find them in… -
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OPTIMAL CONTROL WITH A STOCHASTIC SWITCHING TIME: INTRODUCTION AND SOLUTION APPROACHES When planning an optimal policy, a farsighted decision-maker should account for… -
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RECIPROCITY LAWS In this seminar, we give an introduction to reciprocity laws in number theory, since its origins in solving quadratic equations over finite fields to… -
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ERGODIC MEAN-FIELD GAMES WITH AGGREGATION OF CHOQUARD TYPE In this seminar we introduce second-order ergodic Mean-Field Games systems defined in the whole space R^n with… -
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ON THE VOLUME OF (HALF-)TUBULAR NEIGHBORHOODS OF SURFACES IN SUB-RIEMANNIAN GEOMETRY In 1840 Steiner proved that the volume of the tubular neighborhood of a convex set… -
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A BRIEF INTRODUCTION TO BLOCH-KATO CONJECTURE The Bloch-Kato conjecture (BKC) is an important and difficult problem in number theory and arithmetic geometry, which came… -
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COMPLEX NETWORKS: A HIGHLY INTERDISCIPLINARY FIELD. THEORY AND APPLICATIONS Networks and graph models have become a nearly ubiquitous abstraction and an extremely… -
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BINOMIAL COEFFICIENTS IN MODULAR ARITHMETIC - A MATHEMATICAL SOLUTION TO MUSICAL QUESTIONS In this seminar we are linking modular binomial coefficients to periodic… -
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MOVING LEAST SQUARE APPROXIMATION USING VARIABLY SCALED DISCONTINUOUS KERNELS Functions with discontinuities appear in many application such as image reconstruction,… -
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SHEAR FLOWS AND VISCOELASTIC FLUIDS In this seminar I will give a brief overview on viscoelastic fluids and rheology. Rheology is the science that deals with the way… -
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INTEREST RATE MARKET: HOW ECONOMIC CHANGES AFFECT MATHEMATICAL MODELING In the last fifteen years many changes in the economic and financial world have caused a great… -
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INTRODUCTION TO SUB-RIEMANNIAN GEOMETRY We discuss the general notions of sub-Riemannian geometry. In particular, we study in parallel a toy sub-Riemannian model taken… -
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CHAOTIC DYNAMICAL SYSTEMS AND APPLICATIONS TO THE SOLAR SYSTEM DYNAMICS Dynamical systems are an essential tool to model physical phenomena in applied sciences whose… -
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KOLMOGOROV-ARNOLD-MOSER (KAM) STABILITY AND ITS APPLICATION IN THE PLANETARY n-BODY PROBLEM The study of exoplanetary systems with two or more planets in orbits with… -
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THE GRAPH p-LAPLACIAN EIGENVALUE PROBLEM In the last years graphs have been used to model a large variety of phenomena, such as the classical transportation networks,…