Mereo-locational principles (e.g., where parts are located relative to wholes) require commitments about spatial continuity, boundaries, or composition that depend on substantive metaphysical views about space itself.
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Spatial continuity(as what this mathematics aims to model)
The idea that space is smooth and unbroken, with no gaps or jumps—like how you can move your hand along a table without it ever disappearing and reappearing.
boundaries(realist theories of boundaries)
Lower-dimensional entities such as points, lines, and surfaces
composition(Zabarella's method as commonly described)