Mathematics Beyond Real Numbers - Universal Numbers
Did you know? We cannot divide by zero or raise power of 1 by infinity in Real number domain. Introducing a newly discovered universal number system that resolves all indeterminate forms, unlocking countless new applications. Just as negative roots require imaginary numbers for resolution, operations involving zero and infinity finds clear and unique solution in universal number system. Thus an overview is given to understand the same.
Timecode
0:00 - Difference in Imaginary and Real Number
0:06 - Universal Number Rule
0:14 - Division by zero
0:27 - Inverse of zero
0:41 - +1-1+1-1... Grandi's Series
0:57 - Negative Integer Factorial
1:44 - Pi Series Formula
2:25 - Euler's Number 'e'
3:00 - Conservation of Magnitude and Energy
3:36 Universal Number Applications
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