Michael Todd
Names
first: 
Michael 
last: 
Todd 
Contact
Affiliations

Cornell University, School of Operations Research and Industrial Engineering
Research profile
author of:

Efficient Acceleration Techniques for Fixed Point Algorithms
by R. Saigal & M. J. Todd

Barrier functions and interiorpoint algorithms for linear programming with zero, one, or twosided bounds on the variables
by Freund, Robert Michael. & Todd, Michael J., 1947

Identifying the set of alwaysactive constraints in a system of linear inequalities by a single linear program
by Freund, Robert Michael. & Roundy, Robin. & Todd, Michael J., 1947

Two New Proofs of Afriat's Theorem
by M. J. Todd & A. Fostel & H. E. Scarf

Two New Proofs of Afriat's Theorem
by Herbert E. Scarf & Ana Fostel & Michael J. Todd

Two New Proofs of Afriat's Theorem
by Anna Fostel & Herbert E. Scarf & Michael J. Todd

A Centered Projective Algorithm for Linear Programming
by Michael J. Todd & Yinyu Ye

Two new proofs of Afriat’s theorem
by A. Fostel & H. Scarf & M. Todd

A note on computing equilibria in economies with activity analysis models of production
by Todd, Michael J.

DistanceWeighted Discrimination
by Marron, J. S. & Todd, Michael J. & Ahn, Jeongyoun

PrimalDual InteriorPoint Methods for SelfScaled Cones
by NESTEROV , Yurii & TODD , Michael

SelfScaled Cones and InteriorPoint Methods in Nonlinear Programming
by NESTEROV ., Yurii E. & TODD , Michael J.

PrimalDual Methods and Infeasibility Detectors for Nonlinear Programming Problems
by NESTEROV, Yurii & TODD, Michael & YE, PingYuan

Weighted Distance Weighted Discrimination and Its Asymptotic Properties
by Qiao, Xingye & Zhang, Hao Helen & Liu, Yufeng & Todd, Michael J. & Marron, J. S.

NoteSolving the Generalized Market Area Problem
by Michael J. Todd

Efficient acceleration techniques for fixed point algorithms
by SAIGAL, R. & TODD, M. J.

Solving the generalized market area problem
by TODD, Michael J.

On the Jacobian of a function at a zero computed by a fixed point algorithm
by TODD, Michael J.

On Minimum Volume Ellipsoids Containing Part of a Given Ellipsoid
by Michael J. Todd

Erratum: Probabilistic Models for Linear Programming
by M. J. Todd

Feature Article—The Ellipsoid Method: A Survey
by Robert G. Bland & Donald Goldfarb & Michael J. Todd

Improved Bounds and Containing Ellipsoids in Karmarkar's Linear Programming Algorithm
by Michael J. Todd

On the Jacobian of a Function at a Zero Computed by a Fixed Point Algorithm
by Michael J. Todd

Probabilistic Models for Linear Programming
by Michael J. Todd

Orientation in Complementary Pivot Algorithms
by Michael J. Todd

Traversing Large Pieces of Linearity in Algorithms that Solve Equations by Following PiecewiseLinear Paths
by Michael J. Todd

The Monotonic Bounded Hirsch Conjecture is False for Dimension at Least 4
by Michael J. Todd

On AdaptiveStep PrimalDual InteriorPoint Algorithms for Linear Programming
by Shinji Mizuno & Michael J. Todd & Yinyu Ye

A Centered Projective Algorithm for Linear Programming
by Michael J. Todd & Yinyu Ye

SelfScaled Barriers and InteriorPoint Methods for Convex Programming
by Yu. E. Nesterov & M. J. Todd

Determining Optimal Use of Resources among Regional Producers under Differing Levels of Cooperation
by Robert B. Rovinsky & Christine A. Shoemaker & Michael J. Todd

Approximate Labelling for Simplicial Algorithms and Two Classes of Special Subsets of the Sphere
by Michael J. Todd

Commentary—Theory and Practice for InteriorPoint Methods
by Michael J. Todd

A Note on Optimally Dissecting Simplices
by Michael J. Todd & Robert C. Acar

A DantzigWolfeLike Variant of Karmarkar's InteriorPoint Linear Programming Algorithm
by Michael J. Todd

Asymptotic Behavior of InteriorPoint Methods: A View From SemiInfinite Programming
by Levent Tunçel & Michael J. Todd

An O(√nL)Iteration Homogeneous and SelfDual Linear Programming Algorithm
by Yinyu Ye & Michael J. Todd & Shinji Mizuno

Convex Resource Allocation Problems on Directed Acyclic Graphs: Duality, Complexity, Special Cases, and Extensions
by Clyde L. Monma & Alexander Schrijver & Michael J. Todd & Victor K. Wei

Barrier Functions and InteriorPoint Algorithms for Linear Programming with Zero, One, or TwoSided Bounds on the Variables
by Robert M. Freund & Michael J. Todd

Computation, Multiplicity, and Comparative Statics of Cournot Equilibria in Integers
by Michael J. Todd

A Surface of Analytic Centers and PrimalDual InfeasibleInteriorPoint Algorithms for Linear Programming
by Shinji Mizuno & Michael J. Todd & Yinyu Ye

The Ellipsoid Method Generates Dual Variables
by Bruce P. Burrell & Michael J. Todd