Smallest positive normalized fixed-point value or quantized
realmin(a) is the smallest positive real-world
value that can be represented in the data type of fi object a.
Anything smaller underflows.
realmin(q) is the smallest positive normal
quantized number where q is a quantizer object.
Anything smaller than x underflows or is an IEEE® "denormal"
q = quantizer('float',[6 3]);
x = realmin(q)
If q is a floating-point quantizer object,
is the minimum
If q is a signed or unsigned fixed-point quantizer object,
where f is
the fraction length.
eps | exponentmax | exponentmin | fractionlength | intmax | intmin | lowerbound | lsb | range | realmax | upperbound
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