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Browsing ORIE Technical Reports by Title
Now showing items 594-613 of 986
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An O(square-root[nL])-Iteration Homogeneous and Self-Dual Linear Programming Algorithm
(Cornell University Operations Research and Industrial Engineering, 1992-06)An O(square-root[nL])-Iteration Homogeneous and Self-Dual Linear Programming Algorithm -
An O(square-root[nL])-Iteration Large-Step Primal-Dual Affine Algorithm for Linear Programming
(Cornell University Operations Research and Industrial Engineering, 1989-09)An O(square-root[nL])-Iteration Large-Step Primal-Dual Affine Algorithm for Linear Programming -
On 'Optimal Bidding in a Uniform Price Auction with Multi-Unit Demand'
(Cornell University Operations Research and Industrial Engineering, 2004-01)On 'Optimal Bidding in a Uniform Price Auction with Multi-Unit Demand' -
On Abstract Integral Dependence
(Cornell University Operations Research and Industrial Engineering, 1987-03)On Abstract Integral Dependence -
On adaptive-step primal-dual interior-point algorithms for linear programming
(Cornell University Operations Research and Industrial Engineering, 1990-10)On adaptive-step primal-dual interior-point algorithms for linear programming -
On Adjusting Parameters in Homotopy Methods for Linear Programming
(Cornell University Operations Research and Industrial Engineering, 1996-08)On Adjusting Parameters in Homotopy Methods for Linear Programming -
On Anstreicher's Combined Phase I - Phase II Projective Algorithm for Linear Programming
(Cornell University Operations Research and Industrial Engineering, 1988-02)On Anstreicher's Combined Phase I - Phase II Projective Algorithm for Linear Programming -
On Asymptotic Normality of the Hill Estimator
(Cornell University Operations Research and Industrial Engineering, 1996-03)On Asymptotic Normality of the Hill Estimator -
On Balanced Sets, Cores, and Linear Programming
(Cornell University Operations Research and Industrial Engineering, 1966-08)On Balanced Sets, Cores, and Linear Programming -
On Bounds in Anstreicher's Monotonic Projective Algorithm
(Cornell University Operations Research and Industrial Engineering, 1986-01)On Bounds in Anstreicher's Monotonic Projective Algorithm -
On Combined Phase 1 - Phase 2 Projective Methods for Linear Programming
(Cornell University Operations Research and Industrial Engineering, 1989-12)On Combined Phase 1 - Phase 2 Projective Methods for Linear Programming -
On group sequential tests for data in unequally sized groups and with unknown variance
(Cornell University Operations Research and Industrial Engineering, 2000-08)On group sequential tests for data in unequally sized groups and with unknown variance -
On Infinite Perfect Graphs And Randomized Stopping Points on the Plane
(Cornell University Operations Research and Industrial Engineering, 1986-06)On Infinite Perfect Graphs And Randomized Stopping Points on the Plane -
On Khachiyan's Algorithm for the Computation of Minimum Volume Enclosing Ellipsoids
(Cornell University Operations Research and Industrial Engineering, 2005-09)On Khachiyan's Algorithm for the Computation of Minimum Volume Enclosing Ellipsoids -
On Maximum Flows in Polyhedral Domains
(Cornell University Operations Research and Industrial Engineering, 1988-12)This paper was published in "Linear Algebra and its Applications" 152 (1991) 93-105 -
On Minimax Multistage Elimination Type Rules for Selecting the Largest Normal Mean
(Cornell University Operations Research and Industrial Engineering, 1975-05)On Minimax Multistage Elimination Type Rules for Selecting the Largest Normal Mean -
On Monotone Paths Among Obstacles with Applications to Planning Assemblies
(Cornell University Operations Research and Industrial Engineering, 1989-03)This paper was published in "Stochastic Processes and Their Applications" 30, 41-68 -
On Overload in a Storage Model, with a Self-Similar and Infinitely Divisible Input
(Cornell University Operations Research and Industrial Engineering, 2002-07)On Overload in a Storage Model, with a Self-Similar and Infinitely Divisible Input -
On Randomized Stopping Points and Perfect Graphs
(Cornell University Operations Research and Industrial Engineering, 1986-01)On Randomized Stopping Points and Perfect Graphs -
On the existence of paths between points in high level excursion sets of Gaussian random fields
(2012-03-27)The structure of Gaussian random fields over high levels is a well researched and well understood area, particularly if the field is smooth. However, the question as to whether or not two or more points which lie in ...
