Several approaches have yielded successful descriptions of gravitation with limitations at the extremes (i.e. singularities) and an inability to correlate to the other forces. Measurement quantization has begun to bridge that gap, first by describing nature with a quantum nomenclature^{2(Sec. 2.2)} thus eliminating singularities, and in the area of new research directly linking the phenomena of gravitation to that of electricity and magnetism. MQ goes further also providing a straight-forward description of measurement distortion with respect to targets in motion^{2(Sec. 3.1)} and in gravitational fields,^{2(Sec. 3.3)} demonstrating their equality not just numerically, but in physical description. MQ has succeeded in providing a new language^{3(Sec. 2.3)} that bridges the forces of nature and each of the fundamental frames of reference^{2(Sec. 3.4)} into a single approach.

With this new approach, the Gravitational Group returns to the core principles of relative measure^{1(Sec. 3.2)} to dissect the role of the observer from observed^{2(Sec. 3.4)} to redefine existing knowledge as a subset of a broader paradigm. Now with three frames of reference,^{2(Sec. 3.4)} their differential provides for a suite of new opportunities in the exploration of gravitation.^{3(Sec. 2.1)}

Significant fields of research are

• Classical and Quantum Gravity
• Effects of Quantization on Classical Spacetime Systems