👉 Buffalo math, also known as "Buffalo notation" or "Buffalo notation system," is a unique and efficient method of mathematical notation developed by the mathematician and computer scientist, Andrew S. Sutherland Jr. It uses a compact and intuitive system of symbols to represent mathematical expressions, focusing on clarity and simplicity. In this system, numbers are represented by simple symbols (like 1, 2, 3), variables by letters (x, y), and operations are denoted by a specific sequence of symbols (e.g., + for addition, - for subtraction). The beauty of buffalo math lies in its ability to express complex mathematical ideas with minimal symbols, making it particularly useful for computer scientists and programmers. For instance, the expression "x^2 + 3
y - 4" can be succinctly written as "x^2 + 3
y - 4" in buffalo notation, emphasizing the structure and relationships within the expression. This notation not only reduces clutter but also enhances readability and comprehension, especially in programming contexts where concise and clear code is paramount.