String Theory Revolution - Higher Dimensional Simulation 5D till 19D with SDRIS Framework

This paper presents a numerical validation of the Static-Dynamic Recursive Information Space (SDRIS) framework, specifically the axiomatic system C-2a1. I posit that physical existence is not fundamental but emergent from a recursive informational flux driven by the topological instability of odd-dimensional mediator matrices. By analyzing the spectral dynamics of these mediators from $N=4$ to $N=19$, I demonstrate that odd dimensions function as strictly unstable tunnels ($\det=0$) that enforce instantaneous information transfer and subsequent dimensional reduction. SDRIS matrices were extended from 4D to 19D. My simulations identify 11D (M-Theory) as the maximum island of 'Productive Recursiveness' ($\lambda_{\max} \approx 1.93$), where hyperbolic divergence of time and energy forces a collapse into stable 10D string vacua. Furthermore, extended simulations up to the 19th dimension reveal an asymptotic saturation of the ontological bandwidth towards the theoretical limit $\lambda \to 2$. At $N=17$, I observe the phenomenon of 'Perfect Tunneling', where central spatial geometries remain topologically quiescent despite massive divergence at the temporal boundaries. The transition from 17D to 19D yields negligible dynamic gain, confirming a natural cut-off for the SDRIS recursive hierarchy. These results suggest that observable spacetime (3+1, in SDRIS regarded as 1+1) is the renormalized infrared limit of a self-terminating, high-dimensional instability. According to SDRIS theory, it also includes a topological uncoupling - vulgo: a dissolution - of spacetime with $S(I) \to 0$ and $D(I) \to \infty$.