28
Jun 15
  1. Calculus of Variations and Optimization

 Starting in the seventeenth century, the general theory of extreme values -- maxima and minima -- has become one of the systematic integrating principles of science. -- Richard Courant and Herbert Robbins

 

 

 

Calculus of Variations and Partial Differential Equations Diogo Aguiar Gomes Instituto Superior Técnico

Calculus of Variations Waldemar Schlackow Mathematical Institute - University of Oxford

Calculus of Variations and Applications Lecture Notes Draft Andrej Cherkaev and Elena Cherkaev October 24, 2003

CALCULUS OF VARIATIONS  I. B. Russak Naval Postgraduate School July 9, 2002

CALCULUS VARIATIONS AND OPTIMAL CONTROL George Halikias School of Engineering and Mathematical Sciences, City University 4 March 2007

CALCULUS OF VARIATIONS JOSE FIGUEROA-O'FARRILL University of Edinborough 

The Calculus of Variations M. Bendersky Hunter College City University of New York  2008

A TASTE OF CALCULUS OF VARIATIONS LIVIU I. NICOLAESCU University of Notre Dame 2010 

Calculus of Variations Lecture Notes Erich Miersemann Leipzig University Version October, 2012 

Calculus of Variations Andrew Hodges University of Oxford 2014 

Optimization Theory II Spring 2012 Ronald H.W. Hoppe Course Materials And Lecture Notes 

Optimization Alexei Novikov Penn State University Spring 2003 

Optimization of Business Processes: An Introduction to Applied Stochastic Modeling Ger Koole  VU University Amsterdam 2010

Optimization and Control J.R. Norris University of Cambridge No v em b er 22, 2007

Convex Optimization Stephen Boyd Department of Electrical Engineering Stanford University/Lieven Vandenberghe Electrical Engineering Department University of California, Los Angeles

Optimization  Amol Sasane and Krister Svanberg  Royal Institute of Technology, Stockholm

 OPTIMIZATION I: INTRODUCTION TO LINEAR OPTIMIZATION Arkadi Nemirovski GEORGIA
INSTITUTE OF TECHNOLOGY  LECTURE NOTES
 Spring 2010 

OPTIMIZATION OF DIFFERENTIAL- ALGEBRAIC EQUATION SYSTEMS L. T. Biegler Chemical
Engineering Department Carnegie Mellon University May 26, 2000

Optimization L. T. Biegler Chemical Engineering Department Carnegie Mellon University 16, 2000

OPTIMIZATION AND CONTROL Richard Weber University of Cambridge 

Optimization lecture notes and examples Douglas Kennedy University of Cambridge 2010  

OPTIMIZATION Yuri Suhov University of Cambridge Easter Term 2011 

OPTIMIZATION Richard Weber University of Cambridge Easter Term 2010

Continuous Optimization Mathematical Ordinary Optimization Kyle Gallivan Florida State University Spring 2012 

Optimization Pravin Varaiya University of California, Berkeley 

Optimal Control Theory Version 0.2 By Lawrence C. Evans Department of Mathematics University of California, Berkeley

Mathematical Control Theory: Deterministic Finite Dimensional Systems Eduardo D. Sontag,  

Optimisation in function spaces Amol Sasane Department of Mathematics, London School of Economics

Optimal Stopping and Applications Thomas S. Ferguson Mathematics Department,UCLA

Calculus of Variations:Selected Chapters Jiirgen Moser Lecture Notes by Oliver Knill Harvard University

Introduction to the Calculus of Variations Peter J. Olver University of Minnesota

Existence and Regularity Theory for Nonlinear Elliptic Systems and Multiple Integrals in the Calculus of Variations

A Special Topics Course at Michigan State University  Baisheng Yan  Michigan State University 

Viscosity Solutions of Hamilton-Jacobi Equations and Optimal Control Problems Alberto Bressan Penn State University