Quantization zero-point mathematical notation

Quantization zero-point is a recurring research-paper notation family. Chooses the integer code representing real zero in an affine quantizer so asymmetric numeric ranges can be encoded.

Quantization zero-point: Chooses the integer code representing real zero in an affine quantizer so asymmetric numeric ranges can be encoded. Example: Shift integer codes so the chosen code z q decodes exactly to real zero.