Related concept: The Five Rings of the Master Mandala
The Five Rings define the concentric scale coordinates.
Concepts
Ring / Slice Geometry
Ring / Slice Geometry defines the concentric scale layers (rings) and rotation vectors (slices) that serve as the organizational coordinates of the Mandala of Mandalas system.
Identity
This concept establishes the abstract geometry of mandalas as a structured coordinate mapping method, not a drawing primitive. Slices map perspective domains, while rings map scale layers, creating a logical space for relational reasoning.
Why it matters
Without a consistent geometric mapping standard, relationships between different perspectives and scales cannot be modeled. Ring/Slice geometry provides the mathematical and logical coordinates to locate meaning in multi-resolution space.
Core distinction
Ring / Slice Geometry is not a set of SVG rendering commands, Canvas drawing primitive definitions, or CSS styling instructions. It defines logical relationships and coordinates, without providing geometric equations or software layout implementations.
Structural role
Within the MoM meta-architecture, this geometry governs how perspectives are rotated and details are layered, ensuring that any mandala node can be located on the Master Mandala coordinates.
Failure modes
These are the structural problems that appear when the concept is ignored, collapsed, hidden, or misapplied.
- coordinate drift
- perspective misorientation
- scale alignment collapse
- structural coordinate loss
Related concepts
Minimal links that deepen the distinction without turning this page into a dense graph.
Canonical restraint
All perspective slices and concentric rings must map to the Master Mandala coordinate system to ensure structural discoverability and trace.