@@ -76,9 +76,10 @@ where :math:`\hat{P}^\text{GBD}_{t_0}` is the total population at time
7676dementias across all age groups and sexes in that location. Note that
7777the model scale can also be computed as :math: `S = \hat P_{t_0 } / \hat
7878P^\text {GBD}_{t_0 }`, where :math: `\hat P_{t_0 } = P_{t_0 } / p_\text {Alz}`
79- is the size of an **imagined total population ** including all people
80- with and without Alzheiemer's disease, of which those with Alzheimer's
81- are the ones who appear in our simulation. Putting everything together,
79+ is the size of an **imagined total model population ** including all
80+ people with and without Alzheiemer's disease, of which those with
81+ Alzheimer's are the ones who appear in our simulation. Putting
82+ everything together,
8283
8384.. math ::
8485 :label: model_scale_eq
@@ -100,9 +101,9 @@ populations in demographic group :math:`g` at time :math:`t`:
100101 :math: `t`
101102* :math: `P^\text {real}_{g,t}` = the real population corresponding to our
102103 simulated population :math: `P_{g,t}`
103- * :math: `\hat P_{g,t}` = the imagined total population including people
104- with and without AD, of which :math: `P_{g,t}` represents the subset
105- with AD
104+ * :math: `\hat P_{g,t}` = the imagined total model population in group
105+ :math: `g`, including people with and without AD, of which
106+ :math: `P_{g,t}` counts the subset with AD
106107* :math: `\hat P^\text {GBD}_{g,t}` = the total real population in group
107108 :math: `g` at time :math: `t` according to GBD
108109
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