Boolean Gates Extensions

We have now established that within the framework of Conjugated Carbon Computing (CCC), our computational substrate operates on protobits rather than classical binary bits. This shift unlocks a rich landscape of entirely non-classical behaviors. Let us explore some of these exotic properties
Logic
Author

NicDeclic

Published

November 4, 2026

“Strength lies not in what resists… but in what persists.”
— Professor Alvin

Click to see library imports 
import sys
if 'google.colab' in sys.modules:
    # 1. Download qmc.py from GitHub
    !wget -q https://raw.githubusercontent.com/nicdeclic/quantum-molecular-computing/main/qmc.py
    
    # 2. Download requirements.txt from GitHub
    !wget -q https://raw.githubusercontent.com/nicdeclic/quantum-molecular-computing/main/requirements.txt

    # 3. Install dependencies
    !pip install -q -r requirements.txt

sys.path.insert(0, "../../src") # Select root directory
from qmc import * # QMC library

%reload_ext autoreload
%autoreload 2

We previously revisited fundamental logic gates in “A Refresher on Boolean Logic”. However, we have now established that within the framework of Conjugated Carbon Computing (CCC), our computational substrate operates on protobits rather than classical binary bits.

At their baseline, these boolean gates rely on the exact same transition matrices introduced earlier. Yet, because they are embodied in real quantum-molecular networks, they natively handle continuous probability distributions as well as genuine quantum phenomena such as coherent superposition and entanglement.

This shift unlocks a rich landscape of entirely non-classical behaviors. Let us explore some of these exotic properties:

Full I/O Inversion (Reverse Computing)

- Inverted AND Gate
- Inverted OR Gate
- Inverted XOR Gate
  • Portes logiques bout-à-bout
    • 2 entrées et 2 sorties ET-ET
    • 1 entrée et 1 sortie ET-ET
  • Inversion d’une entrée en sortie
    • ET inversé
    • OU inversé
    • XOR inversé
  • Random Noise as a Logic Resource
    • Random-AND
    • Random-OR
    • Random-XOR

  • Circuits plus complexes

  • Il suffit d’ajouter le mot “quantique” après une composante pour inventer quelque chose de nouveau.

  • Comparateur quantique

  • Addition HA, FA quantique

  • Multiplexeur quantique

  • Sélecteur quantique