Definition: Lepton Number
Adjective Definition
Lepton Number $\begin{align} L\equiv \frac{ {\Delta}n^{\mathsf{G}}-{\Delta}n^{\mathsf{E}}+{\Delta}n^{\mathsf{M}}-{\Delta}n^{\mathsf{A}} }{8} \end{align}$ 4-13

Logical Antecedents

Adjectives Definition
Quark Coefficients $n \ \ {\sf{\text{and}}} \ \ N \ \ \sf{\text{count the number of quarks in a particle}}$ 4-3
Nouns Definition
Leptonic Seeds $\sf{\text{Objectified yellow, blue, red and green sensations.}}$ 3-25
Adjective Definition
Redness $\delta_{m} \equiv \begin{cases} +1 &\sf{\text{if a sensation is red }} \\ -1 &\sf{\text{if a sensation is green }} \end{cases}$ 2-3
Adjective Definition
Yellowness $\delta_{e} \equiv \begin{cases} +1 &\sf{\text{if a sensation is yellow }} \\ -1 &\sf{\text{if a sensation is blue }} \end{cases}$ 2-4

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