Jones polynomial

“A mathematical fingerprint for distinguishing knots”

"The way space is intertwined"

• Intersection of traffic flow

• Eye contact

• Penetration of the atrium

• Loop cycle

• Multilayer connection

“Topological fingerprint”

1. Exterior

• Multiple loops penetrate

• Intersecting continuum

• "I don't know which is the front."

2. Introspection

• The flow of movement remains tangled.

• The seating area and the corridor are in phase connection.

• The feeling of upside down being reversed

3. Cross-section

• Spatial properties change depending on the cutting position.

• Different phases for each cross-section

• The “density of knots in space” changes.

urban space

Underground City

Algebraic topology, differential geometry, geometric topology

Mathematical Architecture

space

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