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This volume contains versions of invited addresses and communications for the First Chilean Symposium of Mathematics, revealing the results of the mathematical advances in areas such as stochastic analysis, solutions of differential equations, and differential synthetic geometry and probability.
Table of Contents
1. Convergence of the Method of Harmonic Balance Peter Miletta 2. Resolvent Estimates in Some Exterior Regions 3. Holomorphic Retractions from Convex Domains to Plane Cross Sections 4. A Boundary Canonical Transformation for a Class of Operators with Double Characteristics 5. A New Method of Computing Chromatic Polynomials of Graphs 6. On a Maximality Theorem in the Theory of Abstract Hardy Algebras beyond the Szego-Situation 7. Models for Probability 8. Sur la Construction des Representations des Groupes Classiques 9. Some New Families of Chromatically Unique Graphs 10. Nonparametric Solutions to the Variational Principle of Ideal Magnetohydrodvnamics 11. A Metric for a Flag Space 12. Domains of Holomorphy in Banach Spaces 13. Calcul Infinitesimal en Geometrie Differentielle Synthetique 14. Relating Topological Entropy to Finite Dynamical Systems 15. Deformation Affine d'un Revetement Ramifie 16. Asymptotical Statistical Inference and Gaussian Processes 17. Sur les Methodes Asymptotiques de l'Analyse Stochastique
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CHOICE – Outstanding Academic Title – Award Winner
CHOICE – 2018 Outstanding Academic Title – Award Winner
Shingo Research and Professional Publication Award Winner
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