--- a/wavelets/wfreq_morl.m
+++ b/wavelets/wfreq_morl.m
@@ -1,36 +1,36 @@
-function [H] = wfreq_morl(s,N);
-
-
-
-%H = cell(length(s),1);
-if rem(N,2) == 0
-    % N is even
-    w = 2*pi*[0:N/2-1]/N;             % frequency axis: [0, pi)
-else
-    % N is odd
-    w = 2*pi*[0:(N-1)/2]/N;           % frequency axis: [0, pi)
-end
-
-w = linspace(-8,8,N);
-w0 = 6;
-
-
-
-H = (1/sqrt(abs(s))).*sqrt(2)*pi^(1/4).*exp(-((w.*s-w0).^2)/2);
-H = H./max(H);
-
-% for ii=1:length(s)
-%  
-%   if rem(N,2) == 0
-%     % N is even
-%     H{ii} = [Htmp; 0; Htmp(end:-1:2)];
-%   else
-%     % N is odd
-%     H{ii} = [Htmp; Htmp(end:-1:2)];
-%   end
-% end
-
-
-
-
-
+function [H] = wfreq_morl(s,N);
+
+
+
+%H = cell(length(s),1);
+if rem(N,2) == 0
+    % N is even
+    w = 2*pi*[0:N/2-1]/N;             % frequency axis: [0, pi)
+else
+    % N is odd
+    w = 2*pi*[0:(N-1)/2]/N;           % frequency axis: [0, pi)
+end
+
+w = linspace(-8,8,N);
+w0 = 6;
+
+
+
+H = (1/sqrt(abs(s))).*sqrt(2)*pi^(1/4).*exp(-((w.*s-w0).^2)/2);
+H = H./max(H);
+
+% for ii=1:length(s)
+%  
+%   if rem(N,2) == 0
+%     % N is even
+%     H{ii} = [Htmp; 0; Htmp(end:-1:2)];
+%   else
+%     % N is odd
+%     H{ii} = [Htmp; Htmp(end:-1:2)];
+%   end
+% end
+
+
+
+
+