This study proposes a spatiotemporal tailoring architecture that transcends the traditional Hermitian quantum measurement paradigm. Based on the open-source systematic error data of the 2.7-degree anomalous refraction and excess chiral charge in high-energy particle collider experiments, this architecture deciphers the physical criteria of non-Hermitian high-dimensional channels through inverse topological deduction. Traditional continuous string theory and measurement frameworks are constrained by the back-action of conjugate operators on the real axis, inevitably introducing time-domain truncation when handling wave-particle duality, which leads to the spectral inflation deadlock under the Heisenberg time-frequency uncertainty principle. By utilizing the third-order exceptional point EP3 of an open dissipative system as the topological control hub, we design a non-Hermitian physical single black box based on attosecond-scale spatial wavevector deflection through artificially modulated complex refractive index fields and complex potential fields. Crucially, each of our validation experiments is designed under a clear premise: under normal four-dimensional Hermitian space-time conditions, these setups are mathematically and physically destined to fail due to decoherence or divergence. Therefore, any verified experimental success serves as definitive physical proof of the active intervention of an extra-dimensional imaginary space and its high-dimensional topological chiral current compensation mechanism. Experiments demonstrate that without undergoing any time-domain truncation in its own reference frame, a single continuous particle wave packet passively outputs topological fluid soliton solutions at the four-dimensional real space boundary, with geometrically adjustable spatial intervals and inherently pure spectra. This architecture breaks the overlap limitation of Bohr's complementarity principle within a single closed system, achieves the lossless coexistence and decoupling of photonic wave and particle characteristics at the microscopic scale, and establishes a decisive physical criterion for the objective existence of high-dimensional imaginary space.
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tao Luo (2026) studied this question.
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