Scalar and Vector Quantization
Scalar and Vector Quantization
Scalar and Vector Quantization
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Basic Concept of <strong>Quantization</strong><br />
<strong>Quantization</strong> is the process of representing a large,<br />
possibly infinite, set of values with a smaller set<br />
Example: real-to-integer conversion<br />
Source: real numbers in the range [–10.0, 10.0]<br />
Quantizer: Q(x) = ⎣x + 0.5⎦<br />
[–10.0, –10.0] → { –10, –9, …, –1, 0, 1, 2, …, 9, 10}<br />
The set of inputs <strong>and</strong> outputs of a quantizer can be<br />
scalars (scalar quantizer) or vectors (vector quantizer)<br />
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