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docs/source/usage/parameters.rst

@@ -351,7 +351,7 @@ Lattice Elements
 
         * ``linear_map`` for a custom, linear transport matrix.
 
-          The matrix elements :math:`R(i,j)` are indexed beginning with 1, so that :math:`i,j=1,2,3,4,5,6`. 
+          The matrix elements :math:`R(i,j)` are indexed beginning with 1, so that :math:`i,j=1,2,3,4,5,6`.
           The transport matrix :math:`R` is defaulted to the identity matrix, so only matrix entries that differ from that need to be specified.
 
           The matrix :math:`R` multiplies the phase space vector :math:`(x,px,y,py,t,pt)`, where coordinates :math:`(x,y,t)` have units of m

docs/source/usage/python.rst

@@ -618,7 +618,7 @@ This module provides elements for the accelerator lattice.
    The matrix elements :math:`R(i,j)` are indexed beginning with 1, so that :math:`i,j=1,2,3,4,5,6`.
    The transport matrix :math:`R` is defaulted to the identity matrix, so only matrix entries that differ from that need to be specified.
 
-   The matrix :math:`R` multiplies the phase space vector :math:`(x,px,y,py,t,pt)`, where coordinates :math:`(x,y,t)` have units of m 
+   The matrix :math:`R` multiplies the phase space vector :math:`(x,px,y,py,t,pt)`, where coordinates :math:`(x,y,t)` have units of m
    and momenta :math:`(px,py,pt)` are dimensionless.  So, for example, :math:`R(1,1)` is dimensionless, and :math:`R(1,2)` has units of m.
 
    :param R: a linear transport map to multiply with the the phase space vector :math:`(x,px,y,py,t,pt)`.

docs/source/usage/workflows/add_element.rst

@@ -21,7 +21,7 @@ See the :ref:` example <examples-fodo-userdef>` for Python and inputs file synta
 The matrix elements :math:`R(i,j)` are indexed beginning with 1, so that :math:`i,j=1,2,3,4,5,6`.
 The transport matrix :math:`R` is defaulted to the identity matrix, so only matrix entries that differ from that need to be specified.
 
-The matrix :math:`R` multiplies the phase space vector :math:`(x,px,y,py,t,pt)`, where coordinates :math:`(x,y,t)` have units of m 
+The matrix :math:`R` multiplies the phase space vector :math:`(x,px,y,py,t,pt)`, where coordinates :math:`(x,y,t)` have units of m
 and momenta :math:`(px,py,pt)` are dimensionless.  So, for example, :math:`R(1,1)` is dimensionless, and :math:`R(1,2)` has units of m.