Mister Steve's Universe: A Nearly Closed Theory of The Cosmos and Mathematics

Mr. Steve’s Universe (MSU) and the Physics-of-Math selector program propose that both physical projection laws and stable mathematical structures may arise from a common finite incidence-selector architecture. MSU is a speculative finite-incidence cosmological framework in which the apparent dark sector is treated not as a new invisible particle sector, but as a projection/admittance effect of a global five-dimensional topological system. The framework combines an H4→D4H_4 \rightarrow D_4H4→D4 incidence structure, a boundary-induced orientor, brane-local time conveyors, global arrowless gravity, and a finite source/gate selector to organize the global radius scale, MOND/RAR-scale acceleration, vacuum-boundary curvature, local galaxy dynamics, and lensing consistency. The associated Physics-of-Math branch studies whether stable mathematical objects can be understood as globally coherent residues of finite selectors. Its current testbed connects binary code geometry, PG(5,2)PG(5,2)PG(5,2), Golay/Witt incidence, core/halo extension structure, graph homogeneity, association schemes, and candidate source-admittance operators. The key finite result is that a quotient search space is exactly the full subspace lattice of F26\mathbb{F}_2^6F26, with 2825 total subspaces, while the admissibility selector permits only 111 zero subspace, 323232 valid points, 606060 valid lines, and no valid planes or higher-dimensional subspaces. The simple trace/hyperplane explanation is rejected; admissibility instead appears to be controlled by a stricter global glue/minimum-weight selector. The combined MSU/POM picture is that local admissibility is insufficient: both physical source activation and mathematical stability require global coherent glue. In the current MSU family equation, a local baryonic source and a boundary/gate section must pre-glue into an admissible finite selector state before the global gravitational branch is admitted. This gives the current local structure Φtotal=Φb+FopenΦMSU,vc2=vb2+FopenvMSU2,\Phi_{\rm total}=\Phi_b+F_{\rm open}\Phi_{\rm MSU}, \qquad v_c^2=v_b^2+F_{\rm open}v_{\rm MSU}^2,Φtotal=Φb+FopenΦMSU,vc2=vb2+FopenvMSU2, where FopenF_{\rm open}Fopen is governed by finite selector admissibility and spectral-positive capacity, not by a fitted interpolation function. This preprint record does not claim a completed physical theory, a proof of open mathematical problems, or a demonstrated replacement for MOND/RAR. Its purpose is to preserve the current unified framework, finite computations, theorem candidates, rejected shortcuts, and falsification path. The central open task is to derive the full source/gate map from physical baryonic structure into the finite selector architecture without using observed rotation velocities or per-system tuning.