Projects
Retinal Image Analysis Using Deep Network
Masters Thesis Project | Prof. Debjani Chakraborty
Aug 2023 - Present
- Developed a deep learning model for Retinal blood vessel segmentation using a Nested UNet architecture in PyTorch
- Integrated Frangi filter to enrich feature maps, leveraging structural details for accurate retinal blood vessel detection
- Implemented data augmentation techniques and utilized a hybrid loss function combining Dice and binary cross-entropy
- Achieved performance metrics including 97.2% accuracy rate, 81.8% sensitivity, 98.4% specificity, and 90.1% AUC
Problem Finder | Search Engine for Coding Questions
AlgoZenith
May 2023 - Jun 2023
- Created a search engine for 16,000+ DSA questions from CodeChef and LeetCode using Beautiful Soup for web scraping
- Preprocessed data by applying lemmatization, stemming, removing stopwords, and developed BM25 model for top results
- Enhanced search accuracy using a probabilistic spell-check algorithm while converting numerical queries into text format
- Deployed the server using Python Flask for backend and HTML/CSS for frontend, hosting the search engine on Render
AnyTimeFood PATEL Hall of Residence
Interhall OpenSoft Competition
Feb 2022 - Mar 2022
- Created a decentralized server-based web app for a food chain restaurant, ensuring continuous operation of core services
- Built microservice architecture using Node.js with the Express.js framework and utilized Cassandra as the database
- Implemented JWT in conjunction with salting and peppering techniques to fortify authorization and authentication
- Documented the codebase including creating class & use case diagrams and software requirement specification document
Polynomial Calculator
Object Oriented System Design | Course Project
Oct 2021 - Nov 2021
- Developed a C++ program for polynomial processing, including term sorting, sum computation, and lexicographically sorted product.
- Implemented polynomial exponentiation for multivariable expressions, simplifying and lexicographically sorting results for clarity.
- Executed differentiation of polynomial expressions involving sums, differences, products, and quotients of trigonometric functions.
