Thermal Noise Floor — Mathematical Deposition 9
Publicly online since 2010 · U.S. patent applications since 2012 · inventions offered since 2014. The work of Christopher Gabriel Brown, independently documented.
Thermal Noise Floor — Mathematical Deposition 9
Fundamental thermal noise limits in energy conversion systems. Applied to waste-to-energy facilities and precision chemical processing.
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Extended catalog & full narrative — Thermal Noise Floor — Mathematical Deposition 9
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CGB Thermal Noise Floor Deposition
A Novel Mathematical Deposition by Christopher Gabriel Brown
Deposition Date: March 15, 2026 — Project 27: Mathematical Depositions
1 — Full Mathematical Deposition
2 — Simplified Interpretation
Landauer's principle: erasing one bit costs at least k_B*T*ln(2) joules. Maximum FLOPS = power budget / Landauer limit.
3 — Layman (Plain Language)
Physics says erasing one bit costs a minimum amount of energy. At room temperature, about 3 billionths of a trillionth of a joule. Divide your power budget by that number = absolute maximum computations per second any computer can ever achieve.
Analysis & Significance
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Acquisition Path
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- 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.
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