Shinichi Mathematics: A Symbolic Foundation Based on √1 = 0

“If you split zero in two, then 1 + 1 = 0.” This paradoxical premise lies at the heart of "Shinichi Mathematics," a symbolic-structural framework grounded in the axiom √1 = 0. By reinterpreting basic numerical identity through ontological compression and emergence, this theory constructs a novel view of existence and observation. It draws from paradoxical symmetry, structural duality (ATEN/KYOTEN), and the Gauge Paradox, offering a post-classical philosophical foundation for mathematical representation and existential logic.If you have questions, thoughts, or interpretations related to this work,you're welcome to mention me on X (formerly Twitter): @ShinichiYoshimi