The Shinichi Transformation

This paper proposes the "Shinichi Transformation," which gives a definable meaning to the previously undefined expression $1 \div 0$, based on the \( \infty\) Definition Method and the \( \infty{-}1 \) Definition Method. We argue that infinity (\( \infty\) ) does not arise ambiguously from arithmetic operations but instead emerges as a definable mathematical object through the structural definition of $1 \div 0$. This theory presents a philosophical shift in mathematics, where the existence of infinity is rooted in definition rather than in computational divergence.Connection Method to Shinichi Mathematics, Vol. 1The ∞ Definition MethodConnection Method to Shinichi Mathematics, Vol. 2The ∞−1 Definition MethodShinichi MathematicsShinichi Mathematics: A Symbolic Foundation Based on √1 = 0If you have questions, thoughts, or interpretations related to this work,you're welcome to mention me on X (formerly Twitter): @ShinichiYoshimi