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Vedant Goyal's Projects

cms icon cms

Course Management System, BITS Pilani, Hyderabad Campus

fischer-discriminant icon fischer-discriminant

This project aims to do a Linear Discriminant Analysis using Fischer Discriminant. The dimensions of the dataset is reduced to 2 dimensions and then a fischer classifier is built to discriminate between positive and negative classes.

neural-networks icon neural-networks

Neural Networks for House Price dataset is trained and experimented with different layers(2, 3 layers) and different weight initializations like Gaussian, Uniform etc. Also, different epochs , learning rate, and neurons in different layers were also experimented with. The accuracy and other evaluation parameters like F-score, precision and recall were recorded for all those experiments . The best accuracy obtained was around ~87%.

pearson-correlation icon pearson-correlation

Implemented Pearson Correlation from scratch to find the correlated features in the datasets.

rainfall-pattern-analysis-and-prediction icon rainfall-pattern-analysis-and-prediction

Researched on the official dataset consisting of the rainfall pattern of India from 1901 to 2017 released by the Indian Government and applied various data mining techniques for its analysis and prediction.

reliable-udp-protocol--rudp icon reliable-udp-protocol--rudp

This is an application layer reliable protocol over UDP for a P2P setup. Handled various situations like packet loss, packet corruption, packet delay, and packet reordering and implemented features like congestion window and Selective Repeat.

sentiment-analysis icon sentiment-analysis

Sentiment Analysis is done using the Naive Bayes Classifier. Here, every sentence contains either a positive sentiment represented by 1 or a negative sentiment represented by 0. Now, for a test sentence probability of it occuring in both the classes is calculated using Bayes Theorem. The class which gives maximum probability will be the predicted sentiment for that corresponding sentence. Laplace Smoothing is also applied here to account for a zero probability.

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