Bressan, Alberto - Department of Mathematics, Pennsylvania State University

• The Minimum Speed for a Blocking Problem on the Alberto Bressan and Tao Wang
• BV Solutions to Hyperbolic Systems by Vanishing Viscosity
• Prize offered for the solution of a problem on mixing flows
• Symmetries and Blowup Patterns Alberto Bressan
• Moving Constraints as Stabilizing Controls in Classical Mechanics
• Controlling Mechanical Systems by Active Constraints Alberto Bressan
• Hyperbolic Conservation Laws An Illustrated Tutorial
• Viscosity Solutions of Hamilton-Jacobi Equations and Optimal Control Problems
• Notes on the Boltzmann Equation Alberto Bressan Dept. of Mathematics, Penn State University
• A Tutorial on the Center Manifold Theorem (Alberto Bressan -S.I.S.S.A., Trieste, ITALY)
• Hyperbolic Systems of Conservation Laws in One Space Dimension
• Hyperbolic Systems of Conservation Laws in One Space Dimension
• Lecture Notes on Functional Analysis Linear Partial Differential Equations
• ISBN-10: 1-60133-002-2; ISBN-13: 978-1-60133-002-4 By Alberto Bressan and Benedetto Piccoli
• Dynamic Blocking Problems Alberto Bressan
• Trajectories of Differential Inclusions with State Constraints
• Impulsive Control of Lagrangian Systems and Locomotion in Fluids
• Prize offered for the solution of a dynamic blocking problem
• On Discontinuous Differential Equations Alberto Bressan()
• Symmetries and Blow-up Patterns Alberto Bressan
• Differential Inclusions and the Control of Forest Fires Alberto Bressan (November 2006)
• Non-cooperative Differential Games A Homotopy Approach
• Hyperbolic Systems of Conservation Laws in One Space Dimension
• Notes on the Boltzmann Equation Alberto Bressan -Dept. of Mathematics, Penn State University
• BV Solutions to Hyperbolic Systems by Vanishing Viscosity
• Global Optimality Conditions for a Dynamic Blocking Problem
• From Optimal Control to Non-cooperative Differential Games: a Homotopy Approach
• On the Optimal Strategy for an Isotropic Blocking Problem
• On the Stability of the Best Reply Map for Noncooperative Differential Games
• Luisa Bressan Firenze, Ottobre 2004
• On the Controllability of Lagrangian Systems by Active Constraints
• Prize offered for the solution of a problem on mixing flows
• Dynamic Blocking Problems Alberto Bressan
• Equivalent Formulation and Numerical Analysis of a Fire Confinement Problem
• On the Control of Non Holonomic Systems by Active Constraints
• LUISA BRESSAN (1986-1993)
• Hyperbolic Systems of Conservation Laws in One Space Dimension
• Optima and Equilibria for a Model of Traffic Flow Alberto Bressan and Ke Han
• Introduction to the Mathematical Theory of Control
• Classical Solutions to Differential Inclusions with Totally Disconnected Right Hand Side
• Bifurcation Analysis of a Noncooperative Differential Game with One Weak Player
• Noncooperative Differential Games. A Tutorial Alberto Bressan
• Multidimensional Graph Completions and Cellina Approximable Multifunctions
• Viscosity Solutions of Hamilton-Jacobi Equations and Optimal Control Problems
• Publications by Alberto Bressan Hyperbolic systems of conservation laws. The one dimensional Cauchy problem, Oxford University
• Dynamic Blocking Problems Alberto Bressan
• On the Optimal Strategy for an Isotropic Blocking Problem
• Optima and Equilibria for a Model of Traffic Flow Alberto Bressan and Ke Han
• Variational Analysis of Nash Equilibria for a Model of Traffic Flow
• Dynamic Blocking Problems Alberto Bressan
• Optima and Equilibria for a Model of Traffic Flow Alberto Bressan
• MATH 513 -Partial Differential Equations I Fall 2011. McAllister 106, Tue-Thu 9:45 11:00
• Nash Equilibria for a Model of Traffic Flow with Several Groups of Drivers
• Optimal Control Problems on Stratified Domains Alberto Bressan and Yunho Hong
• Examples of Nonclassical Feedback Control Problems Alberto Bressan and Deling Wei
• Non-classical Problems of Optimal Feedback Control Alberto Bressan and Deling Wei
• MATH 513 -Partial Differential Equations I Fall 2011. McAllister 106, Tue-Thu 9:45 11:00
• Lecture Notes on PDEs Alberto Bressan
• Lecture Notes on Sobolev Spaces Alberto Bressan
• MATH 514 -Partial Differential Equations II Spring 2012. Boucke 307, Tue-Thu 11:15 12:30.