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AntonioLao · **topology of the universe -** 03-18-2005, 01:28 PM

the topology of the universe is that of a double torus with genus=2. It is closed in double one-dimensional spaces but open in all other dimensions 2D, 3D, 4D, etc.

These two 1D spaces cannot be transformed into each other. They are not topologically equivalent. Yet they are linked together in such a way that they are continuously feeding each other existence.

This topology allows each point in the unverse to "see" all the other infinite points. Yet each point will only move in the shortest paths and there are exactly six such shortest paths to choose from. Once a point chooses a path, it will keep moving along this path forever without ever reaching the end of eternity.

These closed paths are quantizable into 2 distinct topologies of linked closed paths.

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AntonioLao Raider of the lost time Status: Offline Posts: 5,318 Thanks Given: 728 Thanked 124x in 122 Posts Join Date: Nov 2003 Rep Power: 74	topology of the universe - 03-18-2005, 01:28 PM the topology of the universe is that of a double torus with genus=2. It is closed in double one-dimensional spaces but open in all other dimensions 2D, 3D, 4D, etc. These two 1D spaces cannot be transformed into each other. They are not topologically equivalent. Yet they are linked together in such a way that they are continuously feeding each other existence. This topology allows each point in the unverse to "see" all the other infinite points. Yet each point will only move in the shortest paths and there are exactly six such shortest paths to choose from. Once a point chooses a path, it will keep moving along this path forever without ever reaching the end of eternity. These closed paths are quantizable into 2 distinct topologies of linked closed paths.