--- trunk/langevinHull/langevinHull.tex	2011/01/12 22:03:36	3713
+++ trunk/langevinHull/langevinHull.tex	2011/01/17 21:50:02	3715
@@ -121,7 +121,7 @@ effective protein concentration of 100 mg/mL.\cite{Ast
 protein like hen egg white lysozyme (PDB code: 1LYZ) yields an
 effective protein concentration of 100 mg/mL.\cite{Asthagiri20053300}
 
-{\it Yotal} protein concentrations in the cell are typically on the
+{\it Total} protein concentrations in the cell are typically on the
 order of 160-310 mg/ml,\cite{Brown1991195} and individual proteins
 have concentrations orders of magnitude lower than this in the
 cellular environment. The effective concentrations of single proteins
@@ -545,7 +545,7 @@ pressures.  The reason for this deviation is quite sim
 and previous simulation work throughout the 1 -- 1000 atm pressure
 regime.  Compressibilities computed using the Hull volume, however,
 deviate dramatically from the experimental values at low applied
-pressures.  The reason for this deviation is quite simple; at low
+pressures.  The reason for this deviation is quite simple: at low
 applied pressures, the liquid is in equilibrium with a vapor phase,
 and it is entirely possible for one (or a few) molecules to drift away
 from the liquid cluster (see Fig. \ref{fig:coneOfShame}).  At low
@@ -575,7 +575,7 @@ volume,\cite{Debenedetti1986},
 different pressures must be done to compute the first derivatives.  It
 is also possible to compute the compressibility using the fluctuation
 dissipation theorem using either fluctuations in the
-volume,\cite{Debenedetti1986},
+volume,\cite{Debenedetti1986}
 \begin{equation}
 \kappa_{T} = \frac{\left \langle V^{2} \right \rangle - \left \langle
     V \right \rangle ^{2}}{V \, k_{B} \, T},
