Table 2.

Computed values for the example.

Framework Variables	Value
Individual identifier u	1
Meal occasion o	breakfast
duration $n_u$	14
Meal consumption sequence ${\left[m_{u,o}\right]}_{t=1}^{t=n_u}$	[{latte, muffin}, {latte}, {latte, muffin}, {latte, croissant}, {latte}, {latte}, {latte, muffin}, {latte, muffin}, {latte}, {latte, muffin}, {latte, muffin}, {muffin, hot-chocolate}, {latte}, {latte, muffin}]
Food-item library $D_{u,o}$	{latte, croissant, muffin, hot-chocolate}
Meal library $M_{u,o}$	{{latte, muffin}, {latte, croissant}, {latte}, {muffin, hot-chocolate} }
Recurrent food-item set ${\tilde{D}}_{u,o}$	{ latte, muffin }
Recurrent meal set ${\tilde{M}}_{u,o}$	{{latte, muffin}, {latte}}
Food-item recurrence strength ${\alpha }_{u,o}$	$\frac{1+1+1+1+1+1+1+1+1+1+1+1+1+1}{14}=1$
Food-item-per-meal recurrence strength ${\beta }_{u,o}$	$\frac{7\left(1\right)+1\left(0.5\right)+5\left(1\right)+1\left(0.5\right)}{14}=0.93$
Meal recurrence strength ${\gamma }_{u,o}$	$\frac{7+0+5+0}{14}=0.86$
Recurrence strength tuple $({\alpha }_{u,o},{\beta }_{u,o},{\gamma }_{u,o})$	$(1,0.93,0.86)$