**Authors:** David Brown

Does string theory with the infinite nature hypothesis imply supersymmetry while string theory with the finite nature hypothesis implies Wolframian pseudo-symmetry? I conjecture the Milgrom Denial Hypothesis: The main problem with string theory is that string theorists fail to realize that Milgrom is the Kepler of contemporary cosmology. Is the Koide formula merely a coincidence with little or no significance for physics? Does reality consist of a string landscape with many different string vacua? Consider two approximations: (muon mass)/(electron mass) = 206.7683 and exp(pi * squareroot(72/25)) – (mass muon)/(mass electron) = –.0288 — so what? Is spacetime 4-dimensional? Is spacetime 26-dimensional? Measurements of spacetime using clocks and surveying instruments demonstrate that spacetime is 4-dimensional. I say that, from one point of view, spacetime is 26-dimensional. 26 dimensions = 1 dimension of matter time + 1 dimension of antimatter time + 24 dimensions of (±, ±, ± )-space. What is (±, ±, ±)-space? For the measurement of space, employ 6 particle beams consisting of 3 electron beams and 3 positron beams. For each dimension of space, employ all 3-tuples of beams selected from the 6 beams. By definition, (±, ±, ±)-space consists of 3 dimensions of ordinary space, each of which is measured in 8 different ways by using all of the possible 3-tuples of the 6 beams. The 24 dimensions of (±, ±, ±)-space reduce to the 3 dimensions of ordinary space because quantum field theory is empirically valid — however, (±, ±, ±)-space might be useful for representational redundancy (because of the role that the Leech lattice plays in the foundations of physics.) This brief communication offers speculations concerning Wolframian pseudo-symmetry and the Koide formula.

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