Impedance Quantization in Gauge Theory Gravity

Geometric algebra is universal, encompassing all the tools of the mathematical physics toolbox, is background independent, and is the foundation of gauge theory gravity. Similarly, impedance is a fundamental concept of universal validity, is background independent, and the phase shifts generated by impedances are at the foundation of gauge theory. Impedance may be defined as a measure of the amplitude and phase of opposition to the flow of energy. Generalizing quantum impedances from photon and quantum Hall to all forces and potentials generates a network of both scale dependent and scale invariant impedances. This essay conjectures that these quantized impedances can be identified with the gauge fields of gauge theory gravity, scale dependent with the translation field and scale invariant with rotation.