There are 3 repositories under ieee754 topic.
Built-in exact decimal numbers for JavaScript
Software implementation of floating point numbers and operations
Stage 3 IEEE 754 half-precision floating-point ponyfill
float16 provides IEEE 754 half-precision format (binary16) with correct conversions to/from float32
Floating point Forward/Inverse Fast Fourier Transform (FFT) IP-core for newest Xilinx FPGAs (Source lang. - VHDL).
Turning float tensors to binary tensors according to IEEE-754 standard.
Repository for Numerical Analysis course given by Assoc. Prof. Dr. Bora Canbula at Computer Engineering Department of Manisa Celal Bayar University.
Single header file C++ library that provides IEEE 754 floating point types.
A C library for converting float and double values to binary
Java library to encode and decode IEEE-754 decimals
32 bit pipelined binary floating point adder using IEEE-754 Single Precision Format in Verilog
Chisel3 implementation of IEEE-754 compliant floating point data type (logic & representation)
Floating point morton order comparison operator.
software implementation of Fused-Multiply Add for 64-bit floats
Interactive IEEE 754 floating point calculator/visualiser written in Perl
Projects that were done for my CS14 (Assembly language) course that used the MIPS assembly language.
A BigDecimal library for arbitrary precision that allows you to work with numbers in different bases from 2 to 36.
Floating point FP32 core HDL. For Xilinx FPGAs. Include base converters and some math functions.
Kahan Floating-Point (C++ implementation)
🧮Perform correct +-* / operation operations on the front end
QuadrupleLib is a modern implementation of the IEEE 754 binary128 floating point number type for .NET 7 and above based on the UInt128 built-in.
IEEE Decimal arithmetic 128-, 64-, and 32-bit types built entirely in Swift.
Converts a floating-point number or hexadecimal representation of a floating-point numbers into various formats and displays them into binary/hexadecimal.
Arduino library to manipulate IEEE754 float numbers fast. (experimental)
Numerical methods for engineers used for finding roots, solving matrix, finding functions from given values, performing integrals whose analytical solution is exhaustive, and solutions by approximation for differential equations.