[AntonioLao]

To be able to converse with other physicists, tensor analysis is needed. But i refuse to follow this line of study. I might change my mind in the future. In the meantime, i'm sticking to just vector analysis.

Locally, infinitesimal time and infinitesimal space are merged into local infinitesimal motion of quantized 1-dimensional space. Below the Planck length, there is no distinction between time and space.

[Guille]

Originally Posted by AntonioLao

To be able to converse with other physicists, tensor analysis is needed. But i refuse to follow this line of study. I might change my mind in the future. In the meantime, i'm sticking to just vector analysis.

Locally, infinitesimal time and infinitesimal space are merged into local infinitesimal motion of quantized 1-dimensional space. Below the Planck length, there is no distinction between time and space.

Is local infinitesimanl motion to do with LOE? is there any way that LIM can be used to cross dimensions?

[AntonioLao]

Originally Posted by GUILLE

is there any way that LIM can be used to cross dimensions?

Each LOE seems to be ruled by its own unique LIM, for ours, the limit is light speed.

[Guille]

Originally Posted by AntonioLao

Each LOE seems to be ruled by its own unique LIM, for ours, the limit is light speed.

Shouldn't then, the speed of light be the limit of energy? Instead of matter (us)?

[AntonioLao]

Originally Posted by GUILLE

the speed of light be the limit of energy?

radiant energies such as EM waves always move at light speed.

[Guille]

Originally Posted by AntonioLao

radiant energies such as EM waves always move at light speed.

What gives the limit speed for quantized space and continuos space?

[AntonioLao]

Originally Posted by GUILLE

What gives the limit speed for quantized space and continuos space?

the speed limit of continuous space is light speed. But quantized space has no speed limit because a point of quantized space (closed topologies linking) have traverse from time-zero to time-infinity and back to time-zero in no time at all. But still the scalar product of fundamental acceleration and fundamental length is the square of light speed. altogether, the acceleration and length and light speed are all irrational continuous numbers.

[Guille]

Originally Posted by AntonioLao

the speed limit of continuous space is light speed. But quantized space has no speed limit because a point of quantized space (closed topologies linking) have traverse from time-zero to time-infinity and back to time-zero in no time at all. But still the scalar product of fundamental acceleration and fundamental length is the square of light speed. altogether, the acceleration and length and light speed are all irrational continuous numbers.

From this I get the idea that quantized space is sort of like what the was at the begining of the universe, before the BB? Infinities and zeros together...

[AntonioLao]

Originally Posted by GUILLE

From this I get the idea that quantized space is sort of like what the was at the begining of the universe, before the BB? Infinities and zeros together...

How do we describe this symbiosis of zero and infinity?

[Guille]

Originally Posted by AntonioLao

How do we describe this symbiosis of zero and infinity?

What is symbiosis?

I think between zero and infinity there is everything. this is the description.