On the Robustness of Tenson Theory under Reductio ad Absurdum

This paper examines the structural robustness of Tenson Theory by applying reductio ad absurdum to its foundational assumptions. By inverting Euclidean axioms and redefining Newtonian gravity as a repulsive force, we investigate whether such inversions alter the ulti- mate cosmological conclusions. Remarkably, both direct and inverted assumptions converge toward the same probabilistic-geometric frame- work of Tenson Theory, demonstrating its theoretical strength and universality.