PFUSRC-120 has completed the unique numerical solution for the minimum number of discrete anchors, determining Nₘᵢₙ=11. However, this conclusion only answers “how many anchors are needed” and does not address “how these 11 anchors are distributed on the 45° biconical topological manifold.” This paper, building on the conclusion of PFUSRC-120, derives the optimal topological distribution configuration of the 11 discrete anchors on the three-dimensional projection layer under the rigid constraint of N=11, based on the 12/11 intrinsic topological constant, the 55 curvature anchor upper limit, the 720° complete topological breathing cycle, and the ΔA ≈0.0364 critical gap criterion. This paper proves that the 11 anchors cannot be uniformly distributed over the complete 720° cycle; their optimal configuration must adopt a non-uniform distribution along the interlayer phase difference of the biconical structure, fully covering the 12 phase partitions of the upper cone and the 11 phase partitions of the lower cone. Furthermore, this paper constructs the complete mathematical constraint system of Topological Self-Reduction of Dimensions (TSRD), defines the TER (Topological Energy Reservoir Exchange Cavity) located at the upper and lower apexes of the triple coaxial biconical structure, and establishes it as the core boundary node for topological rheological filtration and buffering, dimensional compression and transformation, and steady-state topological sealing. Drawing an analogy to a water reservoir and filtration system, this paper strictly distinguishes the differentiated topological functions of the upper-cone high-heat exchange pass and the lower-cone extreme-cold sealing cavity, and clarifies that the biconical waist ring only undertakes minimal topological permeation and does not participate in large-scale flux storage or dimensional reduction processes. Based on this boundary topological architecture, this paper further extends an endogenous hypothesis: the 11-dimensional ontological topology of the mother universe exists in a phase-isolated state and cannot be directly detected by low-dimensional observational systems; the black hole event horizon is the outer rigid boundary of a secondary nested biconical topology; the interior of a black hole fully replicates the PFUSRC biconical topological architecture and paired TER cavities. Its essence is an independent closed sub-universe endogenously generated by the mother universe through the TSRD dimensional reduction mechanism. The entire dimensional reduction process undergoes dynamic evolution at gradient-equivalent light speed within the upper-cone high-density TER cavity. The complete mechanism is strictly governed by the system’s inherent geometric angle, topological ratio, anchor upper limit, and critical topological gap criterion, possessing both strict systemic self-consistency and observationally testable astronomical windows. This paper also clarifies: the numerical allocation of discrete anchors (such as 6:5) belongs to directional marking, rather than a lock-in to specific prime number values. The topological ontological layer does not concern itself with specific numerical values, only with structural constraints; the numerical arrangement of specific primes is a naming issue at the projection layer and falls outside the derivation scope of the topological ontological layer.
Zhenmin Wang (Tue,) studied this question.
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