Innovative Technology at the Interface of Finance and OperationsVolodymyr Babich, John R. Birge, Gilles Hilary · First published 2021Open the Tome
Introduction to stochastic programmingJohn R. Birge · First published 1997 · Latest edition 2011Open the Tome
Handbooks in Operations Research and Management ScienceJohn R. Birge, Vadim Linetsky · First published 2007Open the Tome
Research in stochastic programmingJohn R. Birge, N. C. P. Edirisinghe, W. T. Ziemba · First published 2000Open the Tome
Some methods for solving nonsmooth convex minimization problemsJohn R. Birge, Liqun Qi, Zengxin Wei, University of Michigan. Dept. of Industrial and Operations Engineering · First published 1996Open the Tome
A quadratic recourse function for the two-stage stochastic programJohn R. Birge, S. M. Pollock, Liqun Qi, University of Michigan. Dept. of Industrial and Operations Engineering · First published 1995Open the Tome
An upper bound on the expected value of a non-increasing convex function with convex marginal return functionsChristopher J. Donohue, John R. Birge, University of Michigan. Dept. of Industrial and Operations Engineering · First published 1995Open the Tome
An upper bound on the network recourse functionChristopher J. Donohue, John R. Birge, University of Michigan. Dept. of Industrial and Operations Engineering · First published 1995Open the Tome
Incorporating investment uncertainty into greenhouse policy modelsJohn R. Birge, Charles H. Rosa, University of Michigan. Dept. of Industrial and Operations Engineering · First published 1995Open the Tome
Option methods for incorporating risk into linear planning modelsJohn R. Birge, University of Michigan. Dept. of Industrial and Operations Engineering · First published 1995Open the Tome
Stochastic programming approaches to stochastic schedulingJohn R. Birge, M. A. H. Dempster, University of Michigan. Dept. of Industrial and Operations Engineering · First published 1995Open the Tome
Computing Karmarkar's projections in stochastic linear programmingJohn R. Birge, Hengyong Tang, University of Michigan. Dept. of Industrial and Operations Engineering · First published 1993Open the Tome
L-shaped method for two stage problems of stochastic convex programmingJohn R. Birge, Hengyong Tang, University of Michigan. Dept. of Industrial and Operations Engineering · First published 1993Open the Tome
Efficient solution of two stage stochastic linear programs using interior point methodsJohn R. Birge, Holmes, Derek industrial engineer, University of Michigan. Dept. of Industrial and Operations Engineering · First published 1992Open the Tome
Stochastic programmingJohn R. Birge, University of Michigan. Dept. of Industrial and Operations Engineering · First published 1992Open the Tome
A separable piecewise linear upper bound for stochastic linear programsJohn R. Birge · First published 1987Open the Tome
