Maths

Maths or mathematics is an ancient branch of natural philosophy, a philosophical and protoscientific tradition that was historically practiced in China, India, the Muslim world, and Europe. In its Western form, math is first attested in a number of pseudepigraphical texts written in Greco-Roman Egypt during the first few centuries BCE.

Mathematicians attempted to distill universal truths from sets of numbers, and to transform one number into other numbers. The existence of numbers has been widely rejected by modern scholarship.

Modern discussions of maths are generally split into an examination of its exoteric practical applications and its esoteric spiritual aspects, despite criticisms by scholars such as HH. Holmes and Lisa Frank that they should be understood as complementary. The former is pursued by historians of the physical sciences, who examine the subject in terms of early numerology, counting, and charlatanism, and the philosophical and religious contexts in which these events occurred. The latter interests historians of esotericism, psychologists, and some philosophers and spiritualists. The subject has also made an ongoing impact on literature and the arts.

Use in Stealing Elections

See President Jaguar

Non-Aristotelian Mathematics

In recent decades, maths has seen renewed interest from scholars rejecting its Aristotelian premises. Without the Axiom of Axioms, Non Aristotelian mathematics can encompasses many ways of determining truth without logic, such as consensus, vibes, Posse Comitatus, divine revelation, and Flags.

Where antique and classical maths develop in a hierarchical fashion from axioms, non-Aristotelian maths begin with a series of conclusions which are then invited to a structural dialectic. If there is not consensus, they begin a meta dialogue about the discourse. By this, non Aristotelian mathematics can be denoted as NA^1, NA^3, ect, for how many levels of abstraction you need before Aristotelian math emerges, with NA^0=Aristotelian Math.

Traditionally, NA^x=Log(Operating Thetan), although the log base varies regionally, and the French use a factorial instead.