Tuesday, November 7, 2017

Entropy Time data compression

If only one of anything or everything exist then nothing exist! Existent needs many. Then only verification of existence can be done. If the many is 100% uniform, then again nothing exist. For existence there should be information, there should be data. If it is uniform there is no data.

The same lack of information and data is shown when everything is 100% random.

Therefore the physical world should exist between these two extremes. In any system entropy can only increase. Randomness and disorder increases then entropy increases.

Imagine two sides one side completely uniform and the other side completely random. There exists a border between these two. This border is the real world. Time is the movement of this border.This border will move from uniform to the side of random.

In the border towards random side the percentage of randomness increases. Towards uniform side uniformness increases.

Suppose the real world consists of only partials and there are no energy waves like photons or electromagnetic waves that travel at c. Then we see the border of real world and uniform part, moves towards the the uniform part. Kinetic energy of particles will spread towards the uniform part, keeping the total energy constant, but high energy particles reduce and low energy particles will not only increase but add more particles from static to moving.

Bell's inequalities indicates that true randomness exist. In true random there are no information. Information when it exist can be compressed by removing duplicates.When everything is uniform then again there is no information. When a harddisk is formatted there is no information in it and all particles are aligned in a single direction. The other extreme is randomising all particles of the disk-this also results in no information.

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