Benedict Irwin edited Fermionic Field States.tex  almost 10 years ago

Commit id: 794b79a959c72928f8300ee699274636f905a6a7

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A new (altered) set of operations are investigated, to try and generate the prime number map...  For an operation $O$ on a divisor state $|N>$ where, $N$ is a decimal number, do \begin{equation}  O|N>=a^{?}_2...a^{+}_{N-2}a_^{-}_{N-1}a^{+}_{N}|n_1,n_2,n_3,...,n_N> O|N>=a^{?}_2...a^{+}_{N-2}a^{}_{N-1}a^{+}_{N}|n_1,n_2,n_3,...,n_N>  \end{equation}  where the $?$ has been included as it is undetermined whether this operation is an $a^{+}$ or $a^{-}$. $a^{}$.  For Even numbers it will be $a^{-}_2$ $a^{}_2$  for odd numbers $a^{+}_2$.