Cubics: A Numbers Essay
by Edward E. Rochon
Interprets all nature and mathematics in an orthogonal framework. Disproves the existence of irrational numbers, transcendental numbers. Disproves arguments of Hippasus and Euclid supporting surds. Offers theorem for commensurables without finding a means of finding actual value of commensurable. Validates some conclusions of Zeno's paradoxes. Disproves transfinite numbers. Offers some new roads.