Series Expansion for the Real Numbers to Degrees
Petro Kolosov · OALib · 2014
In this paper presented a method for series expansion for any real positive number x to power n, where n is integer value. Method is based on n-rank differences between nearest indexed numbers to power. When we try to present powers function as numerical series, the difference between start numbers should be constantly for each. Same distribution law is true for every positive real numbers, which as described.