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Adrijit Goswami

Researcher at Indian Institute of Technology Kharagpur

Publications -  126
Citations -  3923

Adrijit Goswami is an academic researcher from Indian Institute of Technology Kharagpur. The author has contributed to research in topics: Fuzzy logic & Economic order quantity. The author has an hindex of 32, co-authored 119 publications receiving 3319 citations. Previous affiliations of Adrijit Goswami include International Institute of Information Technology & Indian Institutes of Technology.

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Stockout aversion in retailing supply chain using newsvendor models

TL;DR: This paper investigates a newsvendor model with alternative risk preference in which vendor is averse to stockouts in order to avoid dissatisfaction of customers, cost of emergency order and lost sales, and achieves unique optimal solution of the problem.
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Stochastic manufacturing system with process deterioration and machine breakdown

TL;DR: The optimal production time is derived which minimises the total expected production cost annually for machine breakdown and no machine breakdown cases and Sensitivity of the optimal solution with respect to different parameters are analysed.
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Deteriorating inventory model with variable holding cost and price dependent time varying demand

TL;DR: In this paper, the authors developed a novel inventory model with selling price dependent time varying demand, variable holding cost and constant obsolescence or deterioration rate, which is maximized to obtain the optimal cycle time, optimal lot size and value of optimum average profit function.
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An extended relational algebra for fuzzy multidatabases

TL;DR: Using the concepts of fuzzy sets and possibility theory, a FTS relational model is developed to extend the TS-relational model to generate a set of FTS relations of fuzzy multidatabase.
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Designing a multi-depot multi-period vehicle routing problem with time window: hybridization of tabu search and variable neighbourhood search algorithm

TL;DR: In this paper, a real-life multi-depot and multi-period vehicle routing problem (MDMPVRP) was formulated by imposing time window (TW) and many other constraints.