deletions | additions       diff --git a/Pseudo-First Order Reactions.tex b/Pseudo-First Order Reactions.tex  index 50f670a..0cdb237 100644  --- a/Pseudo-First Order Reactions.tex  +++ b/Pseudo-First Order Reactions.tex 
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The inequality between the statistical length and divergence measures the amount of disorder a rate coefficient has over a period of time, $\Delta t$, for a first order irreversible decay reaction.   The statistical length can be calculated as the integral of k'(t).  \begin{equation}  L(\Delta t)^2=\left[\int_0^{\Delta t} \omega'dt=\omega'\Delta t\right]^2 \omega'dt\right]^2=(\omega'\Delta t)^2  \end{equation}  The divergence,$\mathcal{J}(\Delta{t})$, can also be calculated from k'(t)   \begin{equation}