Who
We are an AI research lab focused on algorithmic and architectural breakthroughs to predict real-world change.
Why
The current machine learning paradigm struggles to understand change in non-stationary environments like financial markets. These systems require a continuous, real-time understanding of change, rather than a reliance on historical patterns which creates a critical detection lag in time-critical systems.
How
A proprietary zero-context, continual learning architecture that autonomously constructs high-dimensional world models to identify signal within noise.
By operating in non-stationary data streams with a continuous understanding of change, our architecture detects causal directional shifts before traditional statistical models reach significance. This is achieved with zero reliance on training data, pre-defined context or periodic retraining.
What
We provide a lead-time advantage by identifying the causal directional shift in non-stationary environments before they are detected in traditional statistical metrics.
Applications
Our technology treats market volatility as a deterministic process, transforming risk into a visible acceleration of a causal shift that can be mapped from inception to its final state.
Regulatory Interventions
The 'Complexity Fallacy' traps bank capital in static, reactive buffers. By introducing a Risk-Inception framework to the Fed, we prove that deterministic detection eliminates statistical lag and unlocks economic efficiency without compromising systemic safety.
$33 Billion is currently misallocated across the G-SIB network due to model latency. Our Risk-Inception framework provides the technical bridge to reclaim this capital through deterministic, inception-level risk mapping.
Team
Based in London. Our team, investors and advisory board bring expertise from Harvard University, The House of Commons, Lloyds Bank, JLL, Oppenheimer Group, Incu Global and Zapier.
Latest
Demonstrating our algorithmic approach for non-stationary environments at the Society for Industrial and Applied Mathematics.
Modelling volatility in global markets as deterministic process to mitigate black swan events.
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