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QQQ is called a regular quantizer if: 1. each RiR_{i}Riā is an interval (xiā1,xi](x_{i-1},x_{i}](xiā1ā,xiā] 2. yiāRiy_{i}\in R_{i}yiāāRiā for all i=1,ā¦,Ni=1,\dots,Ni=1,ā¦,N
We call x1,ā¦,xnx_{1},\dots,x_{n}x1ā,ā¦,xnā the decision levels.
For a regular quantizer: x0<y1<x1<y2<āÆ<yN<xNx_{0}<y_{1}<x_{1}<y_{2}<\dots<y_{N}<x_{N}x0ā<y1ā<x1ā<y2ā<āÆ<yNā<xNā
Uniform Quantizer
Existence of Companding Realization
Regular Vector Quantizer