Within the Yuanxian theoretical framework, primes are regarded as projections of the self-referential dynamics of the Cosmic Mind-Field (CMF) onto the arithmetic domain, rather than merely formal discrete units in traditional number theory. This paper examines the ontological status of primes and explores the possible constraining mechanisms that CMF self-reference may impose on prime distribution and the location of non-trivial zeros of the Riemann zeta function on the critical line Re(s) = 1/2. Combining numerical observations, paradigm comparison, and discrete phase resonance analysis, this work offers a speculative dynamical perspective as a cross-disciplinary supplement to the understanding of the Riemann Hypothesis. All derivations presented are formal explorations internal to the Yuanxian framework and do not constitute a rigorous number-theoretic proof of the Riemann Hypothesis, nor do they replace any established analytic methods.
Zhenyuan Acharya (Sat,) studied this question.