Causal Time and the Partial Visualization of the Dimensional Boundary: Convergent Binding and Structural Stability in Fusion

Abstract This follow-up paper inherits the generative order established by the foundational paper—occurrence, boundary-occurrence, and Sunoh—and drives that order narrowly and deeply into the problems of time, space, stress, emission, binding, sensation, consciousness, fission, fusion, and structural stability. The first major transition of the paper is the distinction between resultant time T and causal time t, through which the temporal value directly used in the lower-dimensional domain is no longer treated as a self-sufficient direct value, but as a projected value of a deeper causal temporal structure. At the same time, the paper fixes as a strict lower-bound claim that, under a two-dimensional assumption, the minimal structure of time must be no lower than nt⁴. Here nt⁴ does not declare the ultimate final order of time; rather, it specifies the minimal lower bound required to preserve directionality, generativity, recurrence, and projection simultaneously. This formalization of time leads not merely to a redefinition of time, but to a broader transition described as the partial visualization of the dimensional boundary. The paper refuses to remain at the level of lower-dimensional direct values and instead introduces into formal expression the minimal trace of the higher structure that generates them. As a consequence, spatial value S, gradient ∇S, energization Eg, and massification Mg are all rearranged as projected values of a deeper causal structural set t, s, σ, ε, μ. This overall structure is integrated into the generative series A → Sunoh → t, s, σ, ε, μ → T, S, ∇S, Eg, Mg, in which Sunoh is positioned not as a direct value nor as a closure term, but as a higher generative mediating structure. The paper also reformulates time as the resultant value obtained when a living being seizes infinity within the minimal grid that can be perceived, sensed, and measured, while redefining consciousness as the persistence of projection at the inner boundary rather than the direct possession of the external world. In this way, time, sensation, consciousness, and projection are rearranged not as separate topics, but as different expressions of the same generative structure. On this basis, minus is redefined not as absence or lack, but as the direction in which visible place is lost, as the sign of structural non-maintainability, and as the direction in which surfacehood is lost before deeper convergence and binding. In the domain of nuclear events, the paper does not treat fission and fusion as simple inverse processes. Fission is formalized as an event of energization in which the emissive direction of higher structure appears as a dominance of linear emission in the lower-dimensional domain, and thus follows the grammar of the plus direction. Fusion, by contrast, is formalized as an event in which higher binding conditions enter lower-dimensional structure convergently, and thus follows the convergent grammar of the minus direction. In this context, the minus of fusion signifies not annihilation but binding-convergence; although it may appear to a lower-dimensional observer as if time were reversing, this is interpreted not as actual temporal inversion but as a projection effect of a convergent event. Accordingly, fission and fusion must be reread as asymmetric structural events of emission and binding. Finally, the paper argues that the central problem of fusion is not output but structural stability. Form is not a decorative contour but a direct condition that makes convergent binding possible or impossible. A toroidal structure may be advantageous for sustaining circulation, yet it may possess fundamental limits in centrality, stress dispersion, and the symmetry of convergence, whereas spherical structure is proposed as a possible more fundamental form for enduring convergent binding over time. In conclusion, the paper does not merely propose a new formula; it presents a rearrangement of generative grammar and projection structure through which the core terms of existing physics may be reread. At the same time, by fixing the nt⁴ lower bound and its central structural axes while remaining open to higher orders, supercomputing, quantum computation, and higher-order simulation, the paper defines itself as an open formal research program for future work.