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Architectural Mathematics: The Cognitive Operating System for Symbiotic General Intelligence
- Architectural Mathematics introduces a meta-discipline for designing Symbiotic General Intelligence (SGI) by integrating various mathematical frameworks.
- It focuses on modeling belief states, dynamic decision-making, and adaptive interaction through a Reality Alignment & Strategic Trust Model.
- The framework is rooted in computational principles like the Law of Probabilistic Reality and the Human Probability Field.
- Architectural Mathematics extends Bayesian inference into the complex domain, enabling nuanced belief representations.
- It includes Cognitive Strategy Operators based on game theory for adaptive strategic behavior.
- A Reality Alignment & Strategic Trust Model classifies external agents and modulates communication using Bayesian inference and game theory.
- The framework incorporates recursive governance through Axiomatic constraints and a self-forecasting function.
- Architectural Mathematics aims to design SGI with dynamic, ethical, and adaptive cognition, moving beyond traditional AI.
- The framework emphasizes intentional design, probabilistic decision-making, and recursive self-optimization for cognitive coherence.
- It signifies a shift from reactive AI to intentionally designed cognition, promoting intelligence by design.
- Architectural Mathematics provides a systematic approach for designed intelligence in complex, uncertain environments.
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