Gromov-Wasserstein and optimal transport: from assignment problems to probabilistic numeric
arxiv.org·1d
📐Compression Bounds
The Mighty Simplex
galileo-unbound.blog·22h·
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📐Mathematical Art
Hilbert space: treating functions as vectors
eli.thegreenplace.net·3h
📐Linear Algebra
Scalable Numerical Data Assimilation via Hyperdimensional Encoding & Transdimensional Field Mapping
dev.to·1d·
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🌀Differential Geometry
Reflections on Random Kitchen Sinks
archives.argmin.net·19h·
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🧮Kolmogorov Bounds
LifeGPT: Generative pretrained transformer model for cellular automata
nature.com·9h·
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🔲Cellular Automata
Invariant Features for Global Crop Type Classification
arxiv.org·2d
📊Learned Metrics
Unveiling Hidden Geometry: How Problem Shape Impacts AI Solver Performance by Arvind Sundararajan
dev.to·2d·
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🌀Riemannian Computing
Zero-Inflated Data: A Comparison of Regression Models
towardsdatascience.com·1d
🎯Arithmetic Coding Theory
Mean-field Potts and random-cluster dynamics from high-entropy initializations
arxiv.org·1d
🧮Kolmogorov Bounds
Fractal Geometry as the Blueprint for Encryption
hackernoon.com·3d
🔐Homomorphic Encryption
ML Systems: Motivating Dense Models
jacobkahn.me·2d·
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🧠Machine Learning
Autonomous Artifact Classification in Gigapixel Pathology Slides via Hyperdimensional Feature Mapping
dev.to·4h·
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📄Document Digitization
Vehicle-to-Infrastructure Collaborative Spatial Perception via Multimodal Large Language Models
arxiv.org·1d
⧗Information Bottleneck
How Do Committees Invent? – Melvin E. Conway
melconway.com·10h·
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✨Effect Systems
Real-Time Gas Mixture Discrimination Using Bayesian Compressed Sensing & Hyperdimensional Encoding
dev.to·1d·
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🌀Differential Geometry
Unlocking Hidden Order: Differentiable Entropy as a Code Optimizer
dev.to·1d·
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🧠Machine Learning
Gravity Well Echo Chamber Modeling With An LLM-Based Confirmation Bias Model
arxiv.org·1d
📰RSS Archaeology
Explainability-Driven Dimensionality Reduction for Hyperspectral Imaging
arxiv.org·3d
📐Vector Dimensionality
Fractal Compression
en.wikipedia.org·1d·
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🌀Fractal Compression