SVD Image Compression - Screenshots
This folder contains project screenshots showcasing the various features and interfaces of the SVD Image Compression application developed for MATH 3120: Numerical Linear Algebra at the University of Pennsylvania.
Screenshot Overview
📱 main-interface.png
Main Application Interface
- Shows the welcome section with sci-fi themed design
- Features the matrix rain background effects
- Displays the primary navigation and introduction to SVD concepts
- Demonstrates the professional educational interface designed for MATH 3120 students
🔢 matrix.png
Matrix Visualization Interface
- Displays interactive matrix representation of image data
- Shows how images are converted to numerical matrices for SVD processing
- Demonstrates the fundamental concept of representing visual data mathematically
- Features the educational tool for understanding the bridge between linear algebra theory and image processing
Performance Analytics Dashboard
- Shows real-time processing metrics and performance analytics
- Displays compression ratios, quality scores, processing times, and memory usage
- Demonstrates computational complexity insights for SVD algorithms
- Features educational tools for understanding algorithm efficiency and optimization
🧠 quiz.png
Interactive Quiz Interface
- Displays the educational quiz system for testing SVD concept understanding
- Shows questions about singular value decomposition and image compression
- Demonstrates interactive learning tools for MATH 3120 concepts
- Features immediate feedback and educational reinforcement mechanisms
🏗️ architecture-diagram.svg
System Architecture Diagram
- Comprehensive technical overview of the client-side application structure
- Shows data flow within the browser between UI, workers, and mathematical processing components
- Demonstrates how academic algorithms integrate with modern client-side architecture
- Features scalable vector graphics for detailed technical documentation
📈 compression-comparison.svg
Compression Analysis Visualization
- Interactive SVG diagram comparing original vs compressed images
- Shows detailed metrics and mathematical analysis of compression effectiveness
- Demonstrates visual feedback on different SVD rank approximations
- Features dynamic visualization of compression quality trade-offs
Usage in Documentation
These screenshots are referenced throughout the main project README.md file to:
- Showcase Functionality: Provide visual evidence of the application’s capabilities
- Educational Value: Demonstrate how mathematical concepts are visualized
- User Experience: Show the professional interface design and user interactions
- Academic Context: Illustrate the educational tools created for MATH 3120
Technical Details
- Format: PNG (Portable Network Graphics)
- Resolution: High-resolution screenshots optimized for documentation
- Naming Convention: Descriptive names that clearly indicate content
- Usage: Embedded in markdown documentation with detailed descriptions
File Specifications
| Screenshot |
Format |
Purpose |
Key Features Shown |
main-interface.png |
PNG |
Landing page overview |
Welcome section, navigation, design theme |
matrix.png |
PNG |
Matrix visualization |
Numerical representation, data conversion |
compression-performance.png |
PNG |
Performance analytics |
Metrics, processing time, computational insights |
quiz.png |
PNG |
Educational assessment |
Interactive learning, concept testing |
architecture-diagram.svg |
SVG |
System architecture |
Technical overview, component relationships |
compression-comparison.svg |
SVG |
Compression analysis |
Visual comparison, quality metrics, effectiveness |
Academic Context
These screenshots document the final project for MATH 3120: Numerical Linear Algebra at the University of Pennsylvania, demonstrating the practical application of course concepts in a professional web application. Each image showcases different aspects of how Singular Value Decomposition theory is implemented and visualized for educational purposes.
Screenshots captured from the SVD Image Compression application
MATH 3120 Final Project - Fall 2024
University of Pennsylvania, School of Engineering and Applied Science