Dynamical, Symplectic and Stochastic Perspectives on Gradient-Based Optimization Michael I. Jordan University of California, Berkeley March 3, 2018

First Page		Document Content
Date: 2018-07-28 17:09:47 Numerical analysis Dynamical systems Classical mechanics Hamiltonian mechanics Symplectic integrator Mathematical optimization Gradient descent Leapfrog integration Bregman Lagrangian Lagrangian mechanics Bregman divergence		Dynamical, Symplectic and Stochastic Perspectives on Gradient-Based Optimization Michael I. Jordan University of California, Berkeley March 3, 2018 Add to Reading List Source URL: eta.impa.br Download Document from Source Website File Size: 991,89 KB Share Document on Facebook

	SYSTEMS OF POINTS WITH COULOMB INTERACTIONS SYLVIA SERFATY Abstract. Large ensembles of points with Coulomb interactions arise in various settings of condensed matter physics, classical and quantum mechanics, statistical DocID: 1xVYR - View Document
	© CopyrightThe Basics of Classical Mechanics Celestial mechanics is a specialized branch of classical mechanics and a DocID: 1visP - View Document
	© CopyrightThe Two Body Problem The classical problem of celestial mechanics, perhaps of all Newtonian DocID: 1vdVL - View Document
	© CopyrightPotential Theory We have seen how the solution of any classical mechanics problem is first DocID: 1v6Ps - View Document
	EIGENTIME IN CLASSICAL AND QUANTUM MECHANICS VLADIMIR ALEKSANDROVICH FOCKA translation of: Die Eigenzeit in der klassischen und in der Quantenmechanik Z. f. Phys der Sovietunion. 12, ). DocID: 1uf3A - View Document