👉 Sign computing is a mathematical approach that simplifies the process of performing arithmetic operations by representing numbers as signs and using bitwise operations to compute results. Instead of directly manipulating numerical values, sign computing encodes numbers as binary signs (positive or negative) and employs bitwise shifts and additions to perform addition, subtraction, multiplication, and division. This method is particularly efficient for operations involving large integers or floating-point numbers, as it reduces computational complexity and hardware requirements. By leveraging the inherent properties of binary representations, sign computing enables faster and more resource-efficient arithmetic processing, making it a valuable technique in digital signal processing, embedded systems, and other applications where speed and power consumption are critical.
