A quantum gravity model is claimed to produce MOND and the cosmological constant, but the key derivation has algebraic errors and the numerical estimates are loose.
Precanonical structure of the Schr\"odinger wave functional in curved space-time
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abstract
A relationship between the functional Schr\"odinger representation and the precanonical quantization of a scalar field theory is extended to an arbitrary curved space-time. The canonical functional derivative Schr\"odinger equation is derived from the manifestly covariant precanonical Schr\"odinger equation and the Schr\"odinger wave functional is expressed as the trace of the product integral of Clifford-algebra-valued precanonical wave functions restricted to a certain field configuration when the ultraviolet parameter $\varkappa$ introduced in precanonical quantization is infinite. Thus the standard QFT in functional Schr\"odinger representation emerges from the precanonical formulation of quantum fields as a singular limiting case.
fields
gr-qc 1years
2026 1verdicts
REJECT 1representative citing papers
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Effects of Quantum Spin-Connection Foam in the Solar System, Galaxies, and the Universe
A quantum gravity model is claimed to produce MOND and the cosmological constant, but the key derivation has algebraic errors and the numerical estimates are loose.