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Beyond Probability: A Continuous 6D Geometric Solution to Quantum Tunneling

For a century, mainstream physics has hidden behind a compromise. When an electron meets an impossible barrier, the Copenhagen model claims it simply "dissolves" into a cloud of probability, teleports to the other side, and reappears without tracing a single physical path. We have been taught to accept this unphysical, statistical "hop" as an absolute truth.

It isn't. It is a mathematical illusion born from a lack of dimensions.

In this foundational opening paper, the ZetaFunk team dismantles the stochastic fallacy. By deploying a rigorous 6D geometric coordinate framework underpinned by classical Tusi-couple projections, Paper #1b proves that the apparent "decay" of an electron inside a potential wall is merely a three-dimensional visual artifact—a low-dimensional shadow cast by an unbroken, hyper-dimensional twin helical wave-entity.

The wave packet never vanishes. The trajectory never breaks. Through a continuous metrical sluicing process governed by Mathieu-type modulations, the system remains entirely deterministic. Read the complete derivation to see the equations that finally restore continuous reality to quantum mechanics.

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