Home
About
Advanced Search
Browse by Discipline
Scientific Societies
E-print Alerts
Add E-prints
FAQ
•
HELP
•
SITE MAP
•
CONTACT US
Search
Advanced Search
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.