Quantum mechanics as Geometric Determinism applied towards genetic mutation diagnosis

This paper introduces a deterministic framework for quantum mechanics based on geometric projection in high-hilbert space. Unlike the Copenhagen interpretation, which relies on wavefunction collapse, this model interprets quantum uncertainty as a result of partial projection onto an observable's orthonormal eigenbasis. Applications extend to predicting chemical reactivity, quantum sensing and biological mutation analysis, offering a unified and practical approach to quantum mechanical technologies. Unlike the Copenhagen interpretation, which proposes the fundamental probabilism and wave function collapse in quantum mechanics, this framework treats the quantum uncertainty principle as a geometric consequence of partial projection onto an observable variable’s orthonormal eigenbasis.
The wave function remains intact during the measurement, undergoing rotation across orthogonal dimensions rather than collapsing. Entanglement arises from the shared basis alignment across different dimensional axes, rather than non-local influence. This interpretation corresponds to deterministic evolution with apparent randomness, which provides a geometric explanation for measurement limits, uncertainty and quantum behaviour without introducing collapse or hidden variables.