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Machine Learning–Based Imaging Analysis 🔬

High-Resolution Computer Vision, Feature Extraction, & Computational Intelligence


IISER Pune Python ML MATLAB Jupyter Notebook Collab

ML Imaging Render

📑 DIRECTORY TERMINAL (TABLE OF CONTENTS)
  1. Executive Research Overview
  2. System Datasheet & Engineering Targets
  3. Algorithmic Architecture & Computer Vision
  4. Repository Architecture & CI/CD
  5. Research Development Status (Milestones)
  6. Deployment & Reproducibility
  7. Academic Trajectory & Graduate Research
  8. Academic Citation (BibTeX)
  9. Institutional Compliance & Data Privacy

🌐 EXECUTIVE RESEARCH OVERVIEW

This repository serves as the central deployment hub for the computational workflows, data preprocessing pipelines, and algorithmic models developed during my research internship at the Indian Institute of Science Education and Research (IISER), Pune.

The core research focuses on leveraging stochastic Machine Learning (ML) frameworks to enhance, segment, and analyze high-resolution imaging datasets. By replacing traditional deterministic filtering with deep-learning-based feature extraction, this project closes the loop between advanced computational intelligence and rigorous scientific visualization, isolating critical micro-structural regions of interest (ROIs) with high dimensional accuracy.


📋 SYSTEM DATASHEET & ENGINEERING TARGETS

The pipeline is designed to ingest noisy scientific imaging data, normalize the input tensors, and execute high-speed feature classification.
Subsystem Specification Research Objective
Academic Affiliation IISER Pune (Summer Cohort) Advance computational techniques in applied scientific imaging.
Data Pipeline NumPy / SciPy / Pandas Robust filtering and tensor normalization of raw visual data.
Vision Architecture PyTorch / OpenCV Deep learning feature extraction and structural ROI segmentation.
Model Evaluation F1-Score / Intersection over Union Benchmark ML models against traditional deterministic algorithms.
Compute Environment CUDA-enabled GPU clusters Accelerate deep learning training and inference cycles.
Project Status UNDER DEVELOPMENT Active transitioning from literature review to model training.

🧪 ALGORITHMIC ARCHITECTURE & COMPUTER VISION

To accurately isolate features from high-noise scientific imaging, the system relies on deep convolutional architectures. The foundational feature extraction occurs via 2D spatial convolution, where the image matrix (I) is processed by a learned kernel (K) to produce a feature map (S):

S(i, j) = Σ_m Σ_n I(m, n) K(i-m, j-n)

To evaluate the precision of the micro-structural segmentation, the models are benchmarked using the Sørensen–Dice coefficient (Dice Loss) to maximize the overlap between the algorithmic prediction (p) and the scientific ground truth (g):

L_Dice = 1 - (2 * Σ p_i g_i) / (Σ p_i^2 + Σ g_i^2)

By minimizing this loss function during the training loop, the architecture learns to aggressively filter ambient visual noise while maintaining the structural fidelity of the target ROIs.


🗄️ REPOSITORY ARCHITECTURE & CI/CD

Structured for enterprise-grade MLOps, keeping exploratory data analysis strictly isolated from production-ready inference scripts.
📁 IISER-ML-Imaging/
│
├── 📁 .github/workflows/     # CI/CD: Automated linting for Python evaluation scripts
├── 📁 notebooks/             # Exploratory Data Analysis (EDA)
│   ├── 01_raw_data_cleaning.ipynb
│   └── 02_filter_benchmarks.ipynb
│
├── 📁 src/                   # Production-Ready Model Pipeline
│   ├── data_loader.py        # Custom PyTorch Dataset/DataLoader classes
│   ├── architectures/        # CNN / Segmentation model definitions
│   └── train.py              # Main training loop and hyperparameter optimization
│
├── 📁 configs/               # YAML/JSON configurations for reproducible training runs
├── 📁 weights/               # Saved model checkpoints (.pt, .pth) [Ignored by Git]
│
├── requirements.txt          # Strict pip dependency list (PyTorch, OpenCV, etc.)
└── README.md                 # Main abstract and structural dossier

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Geophysical computational modeling and synthetic subsurface wave inversion using numerical PDE solvers, Python scientific computing pipelines, and finite-difference methods.

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