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+function y = fftfilt (b, x, N)
+
+  # usage:  fftfilt (b, x [, N])
+  #
+  # y = fftfilt (b, x) filters x with the FIR filter b using the FFT.
+  # y = fftfilt (b, x, N) uses the overlap-add method to filter x with
+  # b using an N-point FFT.
+
+  # Written by KH (Kurt.Hornik@ci.tuwien.ac.at) on Sep 3, 1994
+  # Copyright Dept of Statistics and Probability Theory TU Wien
+
+  # Reference:  Oppenheim & Schafer (1989).  Discrete-time Signal
+  # Processing (Chapter 8).  Prentice-Hall.
+  
+  # If N is not specified explicitly, we do not use the overlap-add 
+  # method at all because loops are really slow.  Otherwise, we only
+  # ensure that the number of points in the FFT is the smallest power
+  # of two larger than N and length(b).  This could result in length
+  # one blocks, but if the user knows better ...
+  
+  if (nargin < 2 || nargin > 3)
+    error ("usage:  fftfilt (b, x [, N])");
+  endif
+  
+  [r_x, c_x] = size (x);
+  [r_b, c_b] = size (b);
+  if !( (min ([r_x c_x]) == 1) || (min ([r_b c_b]) == 1) )
+    error ("fftfilt:  both x and b should be vectors.");
+  endif
+  l_x  = r_x * c_x;
+  l_b  = r_b * c_b;
+
+  if ((l_x == 1) && (l_b == 1))
+    y = b * x;  
+    return;
+  endif
+  
+  x    = reshape (x, 1, l_x);
+  b    = reshape (b, 1, l_b);
+  
+  if (nargin == 2)
+    # use FFT with the smallest power of 2 which is >= length (x) +
+    # length (b) - 1 as number of points ...
+    N    = 2^(ceil (log (l_x + l_b - 1) / log(2)));
+    y    = ifft (fft (x, N) .* fft(b, N));
+  else
+    # use overlap-add method ...
+    if !(is_scalar (N))
+      error ("fftfilt:  N has to be a scalar");
+    endif
+    N    = 2^(ceil (log (max ([N l_b])) / log(2)));
+    L    = N - l_b + 1;
+    B    = fft (b, N);
+    R    = ceil (l_x / L);
+    y    = zeros (1, l_x);
+    for r=1:R;
+      lo  = (r - 1) * L + 1;
+      hi  = min (r * L, l_x);
+      tmp = ifft (fft (x(lo:hi), N) .* B);
+      hi  = min (lo+N-1, l_x);
+      y(lo:hi) = y(lo:hi) + tmp(1:(hi-lo+1));
+    endfor  
+  endif
+    
+  y    = reshape (y(1:l_x), r_x, c_x);
+
+  # final cleanups:  if both x and b are real respectively integer, y
+  # should also be so
+  if !(any (imag (x)) || any (imag (b)))
+    y = real (y);
+  endif
+  if !(any (x - round (x)) || any (b - round (b)))
+    y = round (y);
+  endif
+
+endfunction
+
+
+
+
+
+