215 | | A fixed-point number is a finite-precision approximation of a real number with a fixed number of digits before the radix point and a fixed number of digits after the radix point. Fixed-point numbers are used in diverse technical fields ranging from optimized microcontroller programming through high-performance financial calculations and beyond. In microcontroller programming, fixed-point numbers can provide floating-point representations with near-integer performance even if a dedicated floating-point unit is not available. This is key because it allows the use of sophisticated mathematical calculations including elementary transcendental functions, special functions of applied mathematics, digital filters, power regulation methods, etc., withing the regime of cost-sensitive tiny devices. |
| 215 | A fixed-point number is a finite-precision approximation of a real number with a fixed number of digits before the radix point and a fixed number of digits after the radix point. Fixed-point numbers are used in diverse technical fields ranging from optimized microcontroller programming through high-performance financial calculations and beyond. In microcontroller programming, fixed-point numbers can provide floating-point representations with near-integer performance even if a dedicated floating-point unit is not available. This is key because it allows the use of sophisticated mathematical calculations including transcendental functions, special functions, digital filters, power regulation methods, etc. in the regime of cost-sensitive devices and rounding-insensitive environments. |