Universal mathematical primitives for audio, visual, and memory systems. Solve PDEs 100x faster with physics-guided machine learning.
A unified mathematical framework bridging quantum physics, machine learning, and practical applications.
Michaelis-Menten inspired capacity limits with soft-knee compression. Perfect for dynamic range control and signal processing.
Normalized prediction accuracy equivalent to R². Works across audio, visual, and numerical domains.
Unified coherence metric combining drift, quality, and frequency deviation for system health monitoring.
Real-time out-of-distribution detection in embedding space. Catch model degradation before it impacts production.
Adaptive output control based on capacity, quality, and coherence. Automatic scaling for optimal performance.
53 benchmark problems across fluid dynamics, quantum systems, and structural mechanics with auto-tuning.
Integrate physics-informed metrics in minutes. Works with any ML framework.
Or call directly from any language via our REST endpoints.
Start free, scale as you grow. No hidden fees.
For learning and experimentation
For researchers and enthusiasts
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Cross-domain applications powered by unified physics principles.
RAVE integration, phase vocoders, spectral analysis
Diffusion models, NeRF, video consistency
Attention gates, cache management, DNCs
Signal generation, risk metrics, position sizing
Join thousands of developers using physics-informed primitives to build better ML systems.
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