Mathmatics

Category: Mathmatics

In traditional mathematics, the nature of square numbers can only produce a positive rersult. However in Geometric Maths we allow

The Riemann Hypothesis is the number one mathematical challenge of today. We offer a geometric solution to the problem that

The numbers π and the number ℮ are consider to be transcendental in nature, as there is no algebraic root

The Continuum Hypothesis was the number one mathematical challenge set by Hilbert at the start of the 1900’s. It was

Through examining reciprocal number space between Zero and one, we find that the infinite set of natural numbers each exhibits

The nature of infinity has plagued mathematics since time immemorial. An enigma that is found at the end of all

The Continuum Hypothesis was the number one mathematical challenge set by Hilbert at the start of the 1900’s. It was

The rotational nature of mathematical powers demonstrates that the number i (√-1) collapses the number lines at a 90° angle

ZERO² is a geometric function that rotates the entire number line at 90° to the original, to produce an X,Y

There are 8 distinct infinite boundaries that appear on the number line. Two either side of Zero, four that are