Research on 1/0, 0/0, 0^0 and Complete Theorem of 1/0-1/0=0/0-0^0

It is known that 0 cannot be taken as a denominator which not only leads to 1/0, 0/0, and 0^0 as meaningless but also compels many functions to appear discontinuous while numerous existing formulas would be subjected to restrictions. More importantly, the research on mathematics is also restricted to a certain extent in terms of their direction. Therefore, it is of great significance to endow 0 as a denominator in perfecting the current algorithm to solve a series of problem in the mathematics field that has been persistently present for a long time, to fill in many research gaps that have been neglected, as well as to elevate mathematical research to a higher level.