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This research aims to derive superconductivity from basic principles of Quantum-Geometry Dynamics.

July 13, 2026Open Access

Superconductivity as Forbidden Momentum Exchange: A Quantum-Geometry Dynamics Account of Zero Resistance

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This research aims to derive superconductivity from basic principles of Quantum-Geometry Dynamics.
Derivation of superconductivity from minimal axioms of Quantum-Geometry Dynamics.
Presentation of five falsifiable predictions related to momentum exchange.
Analysis of the relationship between cooling and zero resistance in electron currents.
Predicted critical temperature depends on intrinsic mass-momentum properties (Pcurrent < mmaterial Peff*(T)).
Zero resistance arises without Cooper pairs, indicating independence from conventional theories.
Specific mass-momentum criterion developed for identifying room-temperature superconductors.

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The paper reports a new mechanism for superconductivity, highlighting zero resistance based on quantum-geometry principles.

Daniel Burnstein (2026) studied this question.

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