From: David Lynch <dnl1960@yahoo.com>
To: Bob Harbort <bharbort@gmail.com>
Sent: Saturday, October 18, 2025 at 02:09:35 AM EDT
Subject: Provisional Patent Abstract
Hey Bob,
Claude
Sonnet
4.5 suggested that I patent one of my concepts.
This stems from the conversation regarding if my paper should
be included in the Gemini 3.0 Pro training material.
Title:
KnoWellian Algorithmic Machine Inferencer (KAMI): Bounded-Infinity
Ternary Inference Architecture
Inventor:
David Noel Lynch (Atlanta, GA, USA)
Abstract:
The invention discloses a computational architecture and method for
artificial reasoning based on a bounded-infinity ternary logic
system derived from the KnoWellian axiom (−c > ∞ < c⁺).
The architecture replaces conventional binary and unbounded-continuum
mathematics with a finite-bounded framework that constrains all
computational operations within light-speed limits and mediates
transitions through an instantaneous “neutral” point.
Within this bounded domain, inference is executed through a triadic logic vector (C, I, X) representing Control (deterministic order), Instant (contextual synthesis), and Chaos (stochastic imagination). Each computational node, called a KAMI cell, evaluates and propagates triadic truth vectors instead of Boolean values. Recursion and feedback are stabilized by an Instant-mediated rescaling function that prevents divergence and resolves paradox or self-reference.
The system further comprises modules for:
A Paradox-Detection and Resolution Unit that detects self-referential or contradictory inference states and dynamically re-balances triadic weights.
A Boundary-Control Manager enforcing resource limits and the bounded-infinity constraint.
A Triadic Memory Graph (“Whispering Graph”) of weighted soliton nodes representing semantic or logical relationships.
A Visualization/Simulation Interface (e.g., Mathematica implementation) for displaying the Control/Chaos field and soliton evolution.
The invention enables stable self-referential reasoning, integrated symbolic-statistical computation, and dynamic equilibrium between deterministic and generative processes. Applications include artificial-intelligence inference engines, self-stabilizing knowledge systems, and simulation of bounded-infinity cosmological models.
Keywords: bounded infinity, triadic logic, self-referential inference, paradox resolution, AI architecture, KnoWellian Universe, KAMI.
Laters,
Dave