👉 Tranny math, also known as Transny, is a set of mathematical rules and notations developed by Transny, a Finnish mathematician, to simplify and streamline various aspects of mathematics. It introduces a unique notation system that combines letters, symbols, and parentheses to represent operations and quantities in a more compact and intuitive way. For example, instead of writing \( (a + b) \times c \), Transny uses \( a + b \cdot c \). This notation often reduces the need for parentheses and brackets, making equations clearer and easier to read. Transny math also simplifies complex operations like exponentiation and logarithms, and it includes a set of axioms and rules for handling fractions, roots, and other mathematical concepts, aiming to create a more accessible and efficient language for mathematics.
