CGB Recursive Growth Bound Deposition
The Master Theorem applied to physical chip growth - gate count at depth d follows a branching recursion with tight upper bound.
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Extended catalog & full narrative — CGB Recursive Growth Bound Deposition
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Hyper Quantum Map
Multi-Layer Hilbert-State Atlas for Programmable Quantum Hardware
Release: April 2026 — Project 37: Quantum Triplet π Series
1 — Core Specification
2 — Simplified Interpretation
Hyper Quantum Map is a structured map of your quantum program’s state and layout: it tracks how the full Hilbert space evolves under your gates, then projects that evolution onto the physical topology you actually run on—so you see coherence, routing, and error channels in one view.
3 — Layman (Plain Language)
Think of it as a weather map for a quantum computer. Instead of guessing whether your circuit “fits” the machine, you get a layered picture: which qubits carry the real work, where entanglement spreads, and where the hardware is likely to hurt you first. You plan routes before you burn calibration time.
Analysis & Significance
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Acquisition Path
This product is available through CGB's 4-step acquisition path. The current price is shown in your cart and on the live storefront page.
- Step 1 — Proof of Function: public, each.
- Step 2 — Mathematical Deposition: reading material under mutual NDA.
- Step 3 — Evaluation License: hands-on evaluation under NDA; fee credits toward Step 4.
- Step 4 — Full Acquisition:
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CGB Recursive Growth Bound Deposition
Publicly online since 2010 · U.S. patent applications since 2012 · inventions offered since 2014. The work of Christopher Gabriel Brown, independently documented.







