[002K] Definition 2.9·b (Figures and figure shapes in the full subfibration).

Let $E$ be a cartesian fibration and let $\FullSubfib{\bar{s}}\subseteq E$ be the full subfibration determined by a displayed object $\bar{s}\in E$ as in Construction 2.9·a [0010]. We now develop the following vocabulary:

1. We will refer to each object of $\FullSubfib{\bar{s}}$ as a $\bar{s}$-figure shape.

2. A displayed morphism $\bar{z}\to \bar{x}$ is called a $\bar{s}$-figure whenever $\bar{z}\in\FullSubfib{\bar{s}}$.