In this episode, we aim to provide mathematical proof for the Hubble Constant, shedding light on the correct structure of space. In 1929, astronomer Edwin Hubble observed that distant galaxies appeared to be moving away from Earth, a discovery he made by analyzing their light through telescopes. This observation led to the formulation of what is now known as the Hubble Constant.

The Hubble Constant quantifies the rate at which the universe is expanding. For every 3.3 million light-years from Earth, the fabric of space itself is expanding at a rate of 72 kilometers per second.

This value is derived from observations, not from direct mathematical proof. Currently, there is no mathematical proof for these observations. However, by understanding correct fundamentals of the framework of space, it is possible to calculate and validate the Hubble Constant mathematically. In this episode, we will walk through the process of calculating the Hubble Constant, demonstrating that the observational data collected by telescopes is indeed supported by mathematical reasoning.

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