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Rohan Mukherjee

Researcher at Rice University

Publications -  28
Citations -  459

Rohan Mukherjee is an academic researcher from Rice University. The author has contributed to research in topics: Differential evolution & Evolutionary computation. The author has an hindex of 9, co-authored 25 publications receiving 377 citations. Previous affiliations of Rohan Mukherjee include Jadavpur University.

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An Adaptive Differential Evolution Algorithm for Global Optimization in Dynamic Environments

TL;DR: A multipopulation-based adaptive differential evolution (DE) algorithm to solve dynamic optimization problems (DOPs) in an efficient way that uses Brownian and adaptive quantum individuals in conjunction with the DE individuals to maintain the diversity and exploration ability of the population.
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Energy and spinning reserve scheduling for a wind-thermal power system using CMA-ES with mean learning technique

TL;DR: Covariant Matrix Adaptation with Evolution Strategy with mean learning technique (MLT) is used to solve the proposed economic dispatch problem for both conventional power system, and wind-thermal power system considering the provision for spinning reserves.
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Cluster-based differential evolution with Crowding Archive for niching in dynamic environments

TL;DR: Experimental results indicate that CbDE-wCA can outperform other state-of-art dynamic multimodal optimizers in a statistically significant way, thereby proving its worth as an attractive alternative for niching in dynamic environments.
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An improved particle swarm optimizer with difference mean based perturbation

TL;DR: A scheme to modify the very basic framework of PSO by the introduction of a novel dimensional mean based perturbation strategy, a simple aging guideline, and a set of nonlinearly time-varying acceleration coefficients to achieve a better tradeoff between explorative and exploitative tendencies and thus to avoid premature convergence on multimodal fitness landscapes is presented.
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Modified Differential Evolution with Locality induced Genetic Operators for dynamic optimization

TL;DR: A modified version of the Differential Evolution algorithm for solving Dynamic Optimization Problems (DOPs) efficiently that can outperform other algorithms for most of the tested DOP instances in a statistically meaningful way is presented.