**Authors:** Arthur E Pletcher

The primary consideration of this unifying field theory is the partial mapping of topology, within observations, as feedback loops. Specifically, the effective degrees of freedom (d.o.f.) resulting from such recursive exchanges. This modeling of observation as partial mapping seems well justified, as it is ubiquitous throughout nature's exchanges and propagation of information. Considered the meridian distortions of gnomonic projection of light waves in vision. Thus, PVRL extrapolates this same principle of constraining parameters in recursive feedback loops into the entire scope from QFT, (at flashpoint), to GR. PVRL proposes a multispace of transitioning Rn vector fields (similar to Hilbert space), coexisting like wavelengths in a prism. Progressing from quantum states, which are higher dimensional, outward to lower dimensional Macrospace (Note that backward causation is possible in quantum mechanics, but not possible in the constrained parameters of classic mechanics or GR). Familiar classic R4 spacetime is just one phase of this multispace. The mechanism which delineates between each state is PVRL: An iterated process of conscious binary gnomonic mapping of higher dimensional topology onto biased eigenstates. (and subsequent propagation within the quantum field). At each iteration, symmetry becomes more broken, and geometric parameters become more constrained (Polarity, bonding, separation, alignment and propagation). The inevitable outcome of such recursive feedback loops is a power law distribution (exponential tail), with increased entropy and complexity The resolution of the Cosmological Constant Problem is an understanding that scales approaching QFT are viewed in higher dimensional divergence, and that scales approaching GR are viewed in lower dimensional convergence. A Transitioning Rn space, from R5 at microscales, outward to R3 at the cosmic event horizon, with R4 spactime as an intermediate phase.

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