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Rajitha Meka

Researcher at University of Texas at San Antonio

Publications -  7
Citations -  151

Rajitha Meka is an academic researcher from University of Texas at San Antonio. The author has contributed to research in topics: Active learning (machine learning) & Wind speed. The author has an hindex of 4, co-authored 7 publications receiving 60 citations.

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Using atmospheric inputs for Artificial Neural Networks to improve wind turbine power prediction

TL;DR: In this paper, a robust machine learning methodology is used to generate a site-specific power-curve of a full-scale isolated wind turbine operating in an atmospheric boundary layer to drastically improve the power predictions, and, thus, the forecasting of the monthly energy production estimates.
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A robust deep learning framework for short-term wind power forecast of a full-scale wind farm using atmospheric variables

TL;DR: In this paper, a robust deep learning model is developed for short-term forecasts of wind turbine generated power in a wind farm using the state-of-the-art temporal convolutional networks (TCN) to simultaneously capture the temporal dynamics of the wind turbine power and relationship among the local meteorological variables.
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Development of a Deep Learning Model for Dynamic Forecasting of Blood Glucose Level for Type 2 Diabetes Mellitus: Secondary Analysis of a Randomized Controlled Trial

TL;DR: A deep learning model based on long short-term memory–based recurrent neural networks was developed to forecast the next-day glucose levels in patients with T2DM based on their daily mobile health lifestyle data including diet, physical activity, weight, and glucose level from the day before.
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Sequential Laplacian regularized V-optimal design of experiments for response surface modeling of expensive tests: An application in wind tunnel testing

TL;DR: This article proposes an active learning methodology based on the fundamental idea of adding a ridge and a Laplacian penalty to the V-optimal design to shrink the weight of less significant factors, while looking for the most informative settings to be tested.
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An Active Learning Methodology for Efficient Estimation of Expensive Noisy Black-Box Functions Using Gaussian Process Regression

TL;DR: An active learning methodology based on the integration of Laplacian regularization and active learning - Cohn (ALC) measure for identification of the most informative points for efficient estimation of noisy black-box functions using Gaussian processes is proposed.