Mathematical Physics - Quantum-Relativity (qr)

The Gaussian-School of Higher-Arithmetic; 1831, updated in 2022 by this author. Introduction 2.

A sectional side elevation of the notional 3-D exponential-polar-manifold.

Language notice: The ambiguous and absurdly highfalutin terms logarithmic and exponential both refer to the same pathetically simple concept of ratio-metric proportionality, that is the ratio-metric proportionality of numerical scale in the so-called logarithmic (but also so-called exponential) counting domain. As our so-called mathematicians have spent the last 400 years failing to notice that logarithmic and exponential mean the same thing, we must discard the teaching of such innumerate and illiterate numerical zombies and instead start actually thinking for ourselves.

Caution Notice: The exponential polar manifold is merely a useful transitional device empowering the partial interpretation of the mind-numbing natural exponential number plane into flat (finger-counting) numbers. The mathematic of nature is exponential and is not the happy over simplistic bean-counting neo-Pythagorean claptrap taught in our so-called "mathematics" schools.