Deb Ghosh
Louisiana State University
15 Papers
80 Citations
Deb Ghosh is an academic researcher from Louisiana State University. The author has contributed to research in topics: Integer programming & Lagrangian relaxation. The author has an hindex of 6, co-authored 15 publications.
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Papers
File allocation problem: comparison of models with worst case and average communication delays
TL;DR: Two FAP models that seek to minimize operating costs are considered, one of which ensures the attainment of acceptable levels of communication delay during peak network traffic periods (worst-case scenario) and the other considers average communication delay.
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Contractor Accreditation: A Probabilistic Model
Sumit Sarkar,Deb Ghosh +1 more
TL;DR: A methodology in which probability measures are used to capture the uncertainty inherent in the decision process is discussed, in which probabilities are estimated from data on past applicants and their eventual performance, if accredited.
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Configuring express pipes in emerging telecommunication networks
Sabyasachi Mitra,Deb Ghosh +1 more
TL;DR: The problem of judiciously selecting express pipes as a 0/1 nonlinear integer programming problem, that seeks to minimize overall network delay is formulated, and an efficient Lagrangian relaxation based solution procedure is proposed.
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Configuring Geographically Distributed Videotex Databases: Model and Solution Procedure
Deb Ghosh,Mysore Ramaswamy +1 more
TL;DR: A Lagrangian relaxation based solution procedure is developed for solving the videotex file allocation problem and a 0/1 integer programming model is formulated for allocating videotex files in a geographically distributed videotex system.
7
A Heuristic Procedure for Leasing Channels in Telecommunications Networks
TL;DR: This paper focuses on long-range capacity planning for organizations that construct networks by leasing communication channels from telecommunication companies, and proposes an efficient heuristic, and a Lagrangian relaxation based procedure to obtain performance guarantees on the solution obtained from the heuristic.
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