JavaScript is disabled for your browser. Some features of this site may not work without it.
Browsing ORIE Technical Reports by Title
Now showing items 329-348 of 986
-
A General Algorithm for Optimal Job Sequencing with Series-Parallel Precedence Constraints
(Cornell University Operations Research and Industrial Engineering, 1977-07)A General Algorithm for Optimal Job Sequencing with Series-Parallel Precedence Constraints -
A General Capacity Planning Model Under Demand Uncertainty
(Cornell University Operations Research and Industrial Engineering, 2003-06)A General Capacity Planning Model Under Demand Uncertainty -
A General Capacity Planning Model Under Demand Uncertainty: Implementation Details
(Cornell University Operations Research and Industrial Engineering, 2003-06)A General Capacity Planning Model Under Demand Uncertainty: Implementation Details -
General inverse problems for regular variation
(2013-10-02)Regular variation of distributional tails is known to be preserved by various linear transformations of some random structures. An inverse problem for regular variation aims at understanding whether the regular ... -
A Generalization of Robacker's Theorem
(Cornell University Operations Research and Industrial Engineering, 1987-06)A Generalization of Robacker's Theorem -
Generalizations of the Basic Renewal Theorem for Dependent Variables
(Cornell University Operations Research and Industrial Engineering, 1984-02)Generalizations of the Basic Renewal Theorem for Dependent Variables -
Generalized Dehn-Sommerville Relations for Polytopes, Spheres and Eulerian Partially Ordered Sets
(Cornell University Operations Research and Industrial Engineering, 1983-11)Generalized Dehn-Sommerville Relations for Polytopes, Spheres and Eulerian Partially Ordered Sets -
Generalized Powers of Strongly Dependent Random Variables
(Cornell University Operations Research and Industrial Engineering, 1984-11)Generalized Powers of Strongly Dependent Random Variables -
Generating Markov-Chain Transitions Efficiently
(Cornell University Operations Research and Industrial Engineering, 1987-10)Generating Markov-Chain Transitions Efficiently -
A Generic Analysis of Selfish Routing
(Cornell University Operations Research and Industrial Engineering, 2002-01)A Generic Analysis of Selfish Routing -
A Geometric Approach to Constructing Martingale Measures: The Finite Case
(Cornell University Operations Research and Industrial Engineering, 1984-08)A Geometric Approach to Constructing Martingale Measures: The Finite Case -
A Geometric Buchberger Algorithm for Integer Programming
(Cornell University Operations Research and Industrial Engineering, 1993-09)A Geometric Buchberger Algorithm for Integer Programming -
Geometric Stable Distributions in Banach Spaces
(Cornell University Operations Research and Industrial Engineering, 1992-07)This paper published in "Mathematics of Operations Research" 20 (1995), 415-440 -
Gibbs Sampler Routines
(Cornell University Operations Research and Industrial Engineering, 1995-06)Gibbs Sampler Routines -
Gradient Computation for Transient Markov Chains
(Cornell University Operations Research and Industrial Engineering, 1987-07)Gradient Computation for Transient Markov Chains -
Gradient Estimation of Stochastic Dynamical System Responses in the Frequent Domain
(Cornell University Operations Research and Industrial Engineering, 1988-03)Gradient Estimation of Stochastic Dynamical System Responses in the Frequent Domain -
Graphic Greedoids and their Duals
(Cornell University Operations Research and Industrial Engineering, 1985-02)Graphic Greedoids and their Duals -
Graphical methods for the Design and Analysis of Simulation Experiments
(Cornell University Operations Research and Industrial Engineering, 1990-01)Graphical methods for the Design and Analysis of Simulation Experiments -
Graphical tools for experiment design: a brief survey
(Cornell University Operations Research and Industrial Engineering, 1990-04)This paper is published in the "SIAM Journal on Optimization" 2 (1992) 198-209 -
Graphs with K-Balanced Closed Neighborhood Matrices
(Cornell University Operations Research and Industrial Engineering, 1983-06)Graphs with K-Balanced Closed Neighborhood Matrices
