📄 qcoeff.m
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function [y,L,B] = QCoeff(x,N)
% [y,L,B] = QCoeff(x,N)
% Coefficient Quantization using N=L+B bit Representation
% with Rounding operation
% y: quantized array (same dim as x)
% L: number of integer bits
% B: number of fractional bits
% x: a scalar, vector, or matrix
% N: total number of bits
xm = abs(x);
L = max(max(0,fix(log2(xm(:)+eps)+1))); % Integer bits
if (L > N)
errmsg = [' *** N must be at least ',num2str(L),' ***'];
error(errmsg);
end
B = N-L; % Fractional bits
y = xm./(2^L); y = round(y.*(2^N)); % Rounding to N bits
y = sign(x).*y*(2^(-B)); % L+B+1 bit representation
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