Arpita Samanta

Mrs. Arpita Samanta


Research Focus & Metrics

Academic Career Length

9Years (2018-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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28 May 2019 in Energies
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Journal Article
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ASArpita Samanta
Arpita Samanta
Jun-Lin LinJun-Lin Lin
Jun-Lin Lin
Electricity load forecasting is an important task for enhancing energy efficiency and operation reliability of the power system. Forecasting the hourly electricity load of the next day assists in optimizing the resources and minimizing the energy wastage. The main motivation of this study was to improve the robustness of short-term load forecasting (STLF) by utilizing long short- term memory (LSTM) and genetic algorithm (GA). The proposed method is novel: LSTM networks are designed to avoid the problem of long-term dependencies, and GA is used to obtain the optimal LSTM’s parameters, which are then applied to predict the hourly electricity load for the next day. The proposed method was trained using actual load and weather data, and the performance results showed that it yielded small mean absolute percentage error on the test data.

5 April 2024 in Multimedia Systems
Verified
Journal Article
Closed access
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CCChih-Yung Chang
Chih-Yung Chang
ASArpita Samanta
Arpita Samanta
ICI-Hsiung Chang
I-Hsiung Chang
SWShih-Jung Wu
Shih-Jung Wu
DRDiptendu Sinha Roy
Diptendu Sinha Roy
QZQiaoyun Zhang
Qiaoyun Zhang

4 July 2018 in Symmetry
Verified
Journal Article
Open access
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LKLaksamee Khomnotai
Laksamee Khomnotai
Jun-Lin LinJun-Lin Lin
Jun-Lin Lin
ZPZhi-Qiang Peng
Zhi-Qiang Peng
ASArpita Samanta
Arpita Samanta
Microaggregation refers to partitioning n given records into groups of at least k records each to minimize the sum of the within-group squared error. Because microaggregation is non-deterministic polynomial-time hard for multivariate data, most existing approaches are heuristic based and derive a solution within a reasonable timeframe. We propose an algorithm for refining the solutions generated using the existing microaggregation approaches. The proposed algorithm refines a solution by iteratively either decomposing or shrinking the groups in the solution. Experimental results demonstrated that the proposed algorithm effectively reduces the information loss of a solution.