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Ashish Kulshrestha

Researcher at University of Florida

Publications -  9
Citations -  172

Ashish Kulshrestha is an academic researcher from University of Florida. The author has contributed to research in topics: Highway Capacity Manual & Road pricing. The author has an hindex of 6, co-authored 9 publications receiving 140 citations.

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Robust Shelter Locations for Evacuation Planning with Demand Uncertainty

TL;DR: In this paper, a robust approach for determining optimal locations of public shelters and their capacities, from a given set of potential sites during evacuation planning under demand uncertainty is presented, where a planning authority determines the number of shelters, their locations, and capacities whereas evacuees choose a shelter to evacuate and the routes to access it.
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Pick‐up locations and bus allocation for transit‐based evacuation planning with demand uncertainty

TL;DR: In this article, a robust optimization model is proposed to determine the optimal pick-up points for evacuee to assemble, and allocate available buses to transport the assembled evacuees between the pickup locations and different public shelters.
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Incorporating features of autonomous vehicles in activity-based travel demand model for Columbus, OH

TL;DR: The paper presents an analysis of potential impacts of AVs on accessibility measures, activity participation, tour formation, and mode choice, with many insights useful for transportation planning.
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Impact of Left-Turn Spillover on through Movement Discharge at Signalized Intersections:

TL;DR: The objective of this study was to determine the factors that significantly affect left-turn lane spillover and develop a model, or models, to predict the expected through movement capacity and discharge rate as a function of this spillover.

Investigation of freeway capacity : (a) effect of auxiliary lanes on freeway segment volume throughput and b) freeway segment capacity estimation for Florida freeways

TL;DR: In this article, the authors developed an adjustment equation that gives the percentage increase in volume throughput due to adding an auxiliary lane between an on-and off-ramp, as well as a breakdown probability distribution based on flow rates preceding breakdown events, from which the apex of the function is taken as capacity.