Date of Award
8-2022
Degree Type
Dissertation-Restricted
Degree Name
Ph.D.
Degree Program
Computer Science
Department
Computer Science
Major Professor
Mahdi Abdelguerfi
Second Advisor
Md Tamjidul Hoque
Third Advisor
Christopher Summa
Fourth Advisor
Syed Ahmed
Abstract
The national Earth System Prediction (ESPC) initiative aims to develop the predictions
for the next generation predictions of atmosphere, ocean, and sea-ice interactions in the scale of days to decades. This dissertation seeks to demonstrate the methods we can use to improve the ESPC models, especially the ocean prediction model. In the application side of the weather forecasts, this dissertation explores imitation learning with constraints to solve combinatorial optimization problems, focusing on the weather routing of surface vessels. Prediction of ocean waves is essential for various purposes, including vessel routing, ocean energy harvesting, agriculture, etc. Since the machine learning approaches cannot forecast ocean waves with sufficient accuracy for longer forecast horizons and the numerical methods are not flexible due to being expert-designed, there is a need to study both methods to improve forecasts. One popular way to improve forecasts is to perform data assimilation, which fails to improve the numerical model in the model space. In this dissertation, we explore different ways to improve wave forecasts. We combine data assimilation and machine learning methods to improve predictions from the numerical model WaveWatch III. We have also explored rogue ocean waves, which are not predicted using traditional numerical methods. Moreover, using imitation learning to guide combinatorial optimization problems should allow fast training of reinforcement learning algorithms while satisfying the constraints.
Recommended Citation
Pokhrel, Pujan, "Ocean Wave Prediction and Characterization for Intelligent Maritime Transportation" (2022). University of New Orleans Theses and Dissertations. 3025.
https://scholarworks.uno.edu/td/3025
Included in
Artificial Intelligence and Robotics Commons, Data Science Commons, Dynamic Systems Commons, Environmental Monitoring Commons, Numerical Analysis and Scientific Computing Commons, Partial Differential Equations Commons, Robotics Commons
Rights
The University of New Orleans and its agents retain the non-exclusive license to archive and make accessible this dissertation or thesis in whole or in part in all forms of media, now or hereafter known. The author retains all other ownership rights to the copyright of the thesis or dissertation.