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Kok Lay Teo · Study

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Kok Lay Teo

10 works· latest 2022· 3 institutionscluster: provisionalORCID 0000-0002-5903-7698

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Citations756

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Most cited in this library

A review of methods and algorithms for optimizing construction scheduling2013 · 148 citations
Portfolio Optimization Under a Minimax Rule2000 · 137 citations
Power Penalty Method for a Linear Complementarity Problem Arising from American Option Valuation2006 · 121 citations
Multi-period portfolio selection problem under uncertain environment with bankruptcy constraint2017 · 82 citations
Post-disaster multi-period road network repair: work scheduling and relief logistics optimization2018 · 63 citations

Works

10 shown

Pricing strategy and coordination mechanism of dual-channel supply chain based on reference quality effect

RAIRO - Operations Research·2022·4 authors·Open access

18citations

A new model for road network repair after natural disasters: Integrating logistics support scheduling with repair crew scheduling and routing activities

Computers & Industrial Engineering·2020·3 authors

47citations

Uncertain portfolio optimization problem under a minimax risk measure

Applied Mathematical Modelling·2019·4 authors·Open access

51citations

Post-disaster multi-period road network repair: work scheduling and relief logistics optimization

Annals of Operations Research·2018·2 authors

63citations

Multi-period portfolio selection problem under uncertain environment with bankruptcy constraint

Applied Mathematical Modelling·2017·5 authors·Open access

82citations

A review of methods and algorithms for optimizing construction scheduling

Journal of the Operational Research Society·2013·5 authors

148citations

A Robust Numerical Scheme For Pricing American Options Under Regime Switching Based On Penalty Method

Computational Economics·2013·3 authors

33citations

Power Penalty Method for a Linear Complementarity Problem Arising from American Option Valuation

Journal of Optimization Theory and Applications·2006·3 authors

121citations

Portfolio Selection Problem with Minimax Type Risk Function

Annals of Operations Research·2001·2 authors

56citations

Portfolio Optimization Under a Minimax Rule

Management Science·2000·4 authors

137citations