Author Index
Program overview
Monday, July 23  Tuesday, July 24  Wednesday, July 25  Thursday, July 26  Friday, July 27  

08.30  P.4 Room A 
P.6 Room A 
P.8 Room A 
P.10 Room A 

09.00  Opening Senate Hall  AGH 

09.30  P.1 Senate Hall  AGH 
P.5 Room A 
P.7 Room A 
P.9 Room A 
P.11 Room A 

10.00  
10.30  Coffee break Room G 
Coffee break Room G 
Coffee break Room G 
Coffee break Room G 
Coffee break Room G 

11.00  P.2 Room A 
I.63 Room B 
I.93 Room C 
I.131 Room D 
I.16 Room E 
R.1 Room F 
I.66 Room B 
I.83 Room C 
I.111 Room D 
I.121 Room E 
R.2 Room F 
I.68 Room B 
I.85 Room C 
R.4 Room D 
I.123 Room E 
R.5 Room F 
I.610 Room B 
I.141 Room C 
R.10 Room D 
I.126 Room E 
R.11 Room F 

11.30  
12.00  P.3 Room A 

12.30  
13.00  Lunch Room G 
Lunch Room G 
Lunch Room G 
Lunch Room G 
Lunch Room G 

13.30  
14.00  
14.30  I.61 Room B 
I.91 Room C 
I.7 Room D 
I.4 Room E 
I.51 Room F 
I.64 Room B 
I.94 Room C 
I.132 Room D 
I.81 Room E 
I.31 Room F 
I.67 Room B 
I.84 Room C 
I.112 Room D 
I.122 Room E 
R.3 Room F 
I.69 Room B 
I.101 Room C 
R.6 Room D 
I.124 Room E 
R.7 Room F 
I.611 Room B 
I.142 Room C 
R.12 Room D 
I.127 Room E 

15.00  
15.30  
16.00  
16.30  Coffee break Room G 
Coffee break Room G 
Coffee break Room G 
Coffee break Room G 
Coffee break Room G 

17.00  I.62 Room B 
I.92 Room C 
I.15 Room D 
I.2 Room E 
I.52 Room F 
I.65 Room B 
I.95 Room C 
I.53 Room D 
I.82 Room E 
I.32 Room F 
I.1 Room B 
I.102 Room C 
R.8 Room D 
I.125 Room E 
R.9 Room F 
Conference Closing Room A 

17.30  
18.00  
18.30  
19.00  
19.30  Conference Dinner Wawel Hill Restaurant 
Plenary talks:
 P.1 G. Augusti, M. Ciampoli: PerformanceBased Design as a Decision Strategy for Risk Reduction
 P.2 S. Scholtes: Mathematical Programs with Equilibrium Constraints
 P.3 J.P. Zolésio: Shape Tube metric, Geodesic Equation
 P.4 V. Schulz: Mathematical Challenges and Fast Solution Methods in Aerodynamic Shape Optimization
 P.5 M. Grötschel: Half a Century of Discrete Mathematics: a Progress Report
 P.6 H. Maurer: Theory and Applications of Optimal BangBang and Singular Control Problems
 P.7 L. Biegler: Efficient Nonlinear Programming Algorithms for Chemical Process Control and Operations
 P.8 A. Lewis: Semialgebraic Ideas in Nonsmooth Optimization
 P.9 H. Furuta: Applications of Evolutionary Optimization in Structural Engineering
 P.10 B. S. Mordukhovich: Variational Analysis in Optimization and Control
 P.11 Ł. Stettner: Problems of Mathematical Finance by Stochastic Control Methods
 R.1 Computational Methods of Optimal Control for ODE Systems
 R.2 Modelling of ODE Systems
 R.3 Modelling and Optimization of Distributed Parameter Systems
 R.4 Optimal control of ODE Systems
 R.5 Nonlinear Programming
 R.6 Modelling and Optimization of Infinite Dimensional Systems
 R.7 Stochastic Optimization
 R.8 Modelling and Optimization of ODE Systems
 R.9 Modelling of PDE Systems
 R.10 Mathematical Programming
 R.11 Computational Engineering
 R.12 Applications of Mathematical Programming
 I.1 Variational Inequalities and Proximallike Methods (Tichatschke)
 I.2 Multi Scale Analysis in Global Optimization Strategies (Burczynski, Pietrzyk)
 I.3 PDE Constrained Optimization (Schulz)
 I.4 RiskAverse Optimization (Dentcheva)
 I.5 Shape and Topology Optimization and Applications (Lewinski, Mitkowski, Sokolowski, Zochowski)
 I.6 Control and Optimization of Nonlinear Evolutionary PDE Systems (Avalos, Cagnol, Lasiecka)
 I.7 Static and Moving Geometries as Modeling and/or Control Variables (Delfour, Zolesio)
 I.8 Stability, Sensitivity and Error Analysis for Optimal Control Problems (Malanowski, Troeltzsch)
 I.9 Evolution Problems and Optimal Control with Applications (Ahmed, Migorski)
 I.10 Stochastic Control and Mathematics of Finance (Stettner, Zabczyk)
 I.11 Optimization of Dynamic Systems in Chemical Engineering (Biegler)
 I.12 Modelling, Control and Optimization of Dynamical Systems: Theory and Applications to Biomedicine (Ledzewicz, Schaettler, Swierniak)
 I.13 KnowledgeBased Modeling Environments (Dolk, Sebastian)
 I.14 Multicriteria Optimization and Decision Support (Granat, Makowski)
 I.15 Boundary value problems factorization via invariant embedding (Henry)
 I.16 Model Reduction for Nonlinear Control Systems (Volkwein)