02969nam 22005055a 450 991015327320332120160613234501.03-03719-662-910.4171/162(CKB)3710000000961080(CH-001817-3)205-160613(PPN)194344282(EXLCZ)99371000000096108020160613j20160630 fy 0engurnn|mmmmamaatxtrdacontentcrdamediacrrdacarrierGeometry, Analysis and Dynamics on sub-Riemannian Manifolds[electronic resource] Volume I /Davide Barilari, Ugo Boscain, Mario SigalottiZuerich, Switzerland European Mathematical Society Publishing House20161 online resource (332 pages)EMS Series of Lectures in Mathematics (ELM) ;2523-51763-03719-162-7 Some topics of geometric measure theory in Carnot groups /Francesco Serra Cassano --Hypoelliptic operators and some aspects of analysis and geometry of sub-Riemannian spaces /Nicola Garofalo --Sub-Laplacians and hypoelliptic operators on totally geodesic Riemannian foliations /Fabrice Baudoin.Sub-Riemannian manifolds model media with constrained dynamics: motion at any point is only allowed along a limited set of directions, which are prescribed by the physical problem. From the theoretical point of view, sub-Riemannian geometry is the geometry underlying the theory of hypoelliptic operators and degenerate diffusions on manifolds. In the last twenty years, sub-Riemannian geometry has emerged as an independent research domain, with extremely rich motivations and ramifications in several parts of pure and applied mathematics, such as geometric analysis, geometric measure theory, stochastic calculus and evolution equations together with applications in mechanics, optimal control and biology. The aim of the lectures collected here is to present sub-Riemannian structures for the use of both researchers and graduate students.Differential & Riemannian geometrybicsscDifferential geometrymscPartial differential equationsmscCalculus of variations and optimal control; optimizationmscProbability theory and stochastic processesmscDifferential & Riemannian geometryDifferential geometryPartial differential equationsCalculus of variations and optimal control; optimizationProbability theory and stochastic processes53-xx35-xx49-xx60-xxmscBarilari DavideBoscain UgoSigalotti Marioch0018173BOOK9910153273203321Geometry, Analysis and Dynamics on sub-Riemannian Manifolds2565453UNINA01987nam1 22004333i 450 VEA102850020231121125922.020110321d2011 ||||0itac50 balatenglatusz01i xxxe z01nSaturnaliaMacrobiusedited and translated by Robert A. KasterCambridge, Mass.LondonHarvard university press20113 v.17 cm.001VEA10285022001 ˜1: œBooks 1-2Macrobius1001VEA10285032001 ˜2: œBooks 3-5Macrobius2001VEA10285102001 ˜3: œBooks 6-7Macrobius3SaturnaliaVIA0026643CFIV10907621640878.01Scritti miscellanei latini. Origini-499.21878.0108Scritti miscellanei latini. Origini-499. Antologie.21Macrobius, Ambrosius Aurelius TheodosiusCFIV109076330487Kaster, Robert A.MILV042330MacrobioCFIV142478Macrobius, Ambrosius Aurelius TheodosiusMacrobius, TheodosiusCFIV162012Macrobius, Ambrosius Aurelius TheodosiusMacrobeCFIV214980Macrobius, Ambrosius Aurelius TheodosiusMacrobius, Ambrosius TheodosiusMILV133961Macrobius, Ambrosius Aurelius TheodosiusITIT-0120110321IT-RM028 IT-RM0313 IT-RM0418 IT-FR0017 Biblioteca Universitaria AlessandrinaRM028 BIBLIOTECA CASANATENSERM0313 BIBLIOTECA ACCADEMIA NAZ. DEI LINCEI E CORSINIANARM0418 Biblioteca umanistica Giorgio ApreaFR0017 VEA1028500Biblioteca umanistica Giorgio Aprea 52LCL/L Macr.1 52LCL/L Macr.2 52LCL/L Macr.33 01 07 10 52Saturnalia21640UNICAS