1. DSpace at MEDIU

Browsing by Author Perakis, Georgia

Jump to: 0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
or enter first few letters:  
Showing results 1 to 20 of 21  next >
Issue DateTitleAuthor(s)
9-Oct-2013A Fluid Model of Dynamic Pricing and Inventory Management for Make-to-Stock Manufacturing Systems-
9-Oct-2013A Fluid Model of Spillback and Bottleneck Phenomena for Determining Dynamic Travel Times-
9-Oct-2013A Model for the Dynamic User-Equilibrium Problem Using a Hydrodynamic Theory Approach-
9-Oct-2013A new algebraic geometry algorithm for integer programmingBertsimas, Dimitris J.; Perakis, Georgia; Sridhar Tayur; Massachusetts Institute of Technology. Operations Research Center
9-Oct-2013A Simulation Method for Calculating the Path Travel Time in Dynamic Transportation Network-
9-Oct-2013A Unifying Geometric Solution Framework and Complexity Analysis for Variational Inequalities-
9-Oct-2013An Analytical Model for Traffic Delays and the Dynamic User Equilibrium Problem-
9-Oct-2013Averaging Schemes for Solving Fived Point and Variational Inequality Problems-
9-Oct-2013Competitive Multi-period Pricing with Fixed Inventories-
9-Oct-2013Convergence Conditions for Variational Inequality Algorithms-
9-Oct-2013Dynamic Pricing in a Competitive Environment-
9-Oct-2013Dynamic Pricing: A learning Approach-
9-Oct-2013Finding fixed points by averaging with well-behaved mapsEpelman, Marina A., 1973-; Magnanti, Thomas L.; Perakis, Georgia; Massachusetts Institute of Technology. Operations Research Center
9-Oct-2013Fluid Models for Traffic and Pricing-
9-Oct-2013Modeling Travel Times in Dynamic Transportation Networks; A Fluid Dynamics Approach-
9-Oct-2013On the Convergence of Classical Variational Inequality Algorithms-
9-Oct-2013On the Efficient Solution of Variational Inequalities; Complexity and Computational Efficiency-
9-Oct-2013Optimal Bidding in Online Auctions-
9-Oct-2013Second-Order Fluid Dynamics Models for Travel Times in Dynamic Transportation Networks-
9-Oct-2013Solving variational inequality and fixed point problems by averaging and optimizing potentialsMagnanti, Thomas L.; Perakis, Georgia; Massachusetts Institute of Technology. Operations Research Center
Showing results 1 to 20 of 21  next >