| Filter Design Toolbox | ![]() |
Return the smallest denormalized quantized number for a quantizer
Syntax
Description
x = denormalmin(q) is the smallest positive denormalized quantized number where q is a quantizer. Anything smaller than x underflows to zero with respect to the quantizer q. Denormalized numbers apply only to floating-point format. When q represents a fixed-point number, denormalmin returns eps(q).
Examples
returns the value 0.0625 = 1/16.
Algorithm
When q is a floating-point quantizer,
, where Emin is equal to exponent(q).
When q is a fixed-point quantizer,
, where f is equal to fractionlength(q).
See Also
denormalmax, eps, quantizer
| denormalmax | dfilt.calattice | ![]() |
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