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Computational Art Gallery

Algorithmic visualizations generated from research concepts and data.

Research Collaboration Network

A dynamic visualization of research collaborations and paper connections, where nodes represent publications and edges show cross-citations and co-authorship patterns.

Wave Equation Simulation

Visual representation of PDE solutions using neural operators. This shows a wave equation propagating from the center, demonstrating AI4S research on solving partial differential equations.

High-Dimensional Space Projection

Research areas (DB, LLM, AI4S) embedded in 2D space. Each cluster represents papers in that domain, showing how different research topics relate in the embedding space.

Dynamic Vector Field

A flowing vector field representing gradient flows in optimization landscapes. Related to learned index structures and vector database research.

Neural Operator Flow

Particle flow through a neural operator transformation, visualizing how data propagates through learned function approximations in AI4S applications.

This gallery showcases algorithmic art generated from research concepts in databases, machine learning, and AI for science. Each piece is:

  • Computationally generated using JavaScript and Canvas API
  • Animated in real-time with mathematical functions
  • Inspired by research in vector databases, neural operators, and high-dimensional data

The visualizations are not just decorative—they represent actual concepts from ongoing research:

  • Network graphs model collaboration patterns and citation networks
  • PDE simulations demonstrate neural operator learning for scientific computing
  • Vector fields represent optimization landscapes in learned index structures
  • High-dimensional projections show semantic clustering of research topics

All code is open source and part of this website's repository. The art adapts to your theme (light/dark mode) and pauses when the page is hidden to save resources.

"Mathematics is an art practiced with highly specialized tools." — Creating beautiful patterns from the mathematical foundations of computer science.