utils/matlab/stats.m

function [varargout] = stats(A)
% stats(A) writes the basic statistics of the A to the terminal which
% are i) the minimum finite value
%    ii) the maximum finite value
%   iii) the mean of the finite values
%    iv) the S.D. of the finite values ( RMS of [A-mean] )
%     v) the fraction of non-finite elements excluded from calculations
%
% e.g.
%  >> stats(topo)
% Min -4555     Max 0         Mean -2331.07  SD 1207.3441   N-Z 1024/1024
%
% [Min Max Mean SD]=stats(topo); returns the statistics in Min, Max,
% Mean and SD and does not write to the terminal.
%
% $Header: /u/gcmpack/models/MITgcmUV/utils/matlab/stats.m,v 1.2 2001/05/29 14:01:41 adcroft Exp $

A=A(:);

%ii=find(A~=0);
ii=find(isfinite(A));
if isempty(ii)
 ii=1;
end
sZ=prod(size(A));
minA=min(A(ii));
maxA=max(A(ii));
meanA=mean(A(ii));
sdA=sqrt( mean( (A(ii)-meanA).^2 ) );
nZ=sum(~isfinite(A));
switch max(nargout)
 case {0}
  disp( ...
   sprintf('Min %0.5g  Max %0.5g  Mean %0.5g  SD %0.5g   NaN %i/%i',...
         minA,maxA,meanA,sdA,nZ,sZ) );
 case {1}
  varargout(1)={minA};
 case {2}
  varargout(1)={minA};
  varargout(2)={maxA};
 case {3}
  varargout(1)={minA};
  varargout(2)={maxA};
  varargout(3)={meanA};
 case {4}
  varargout(1)={minA};
  varargout(2)={maxA};
  varargout(3)={meanA};
  varargout(4)={sdA};
 otherwise
  error('Too many return arguments requested')
end
1	function [varargout] = stats(A)
2	% stats(A) writes the basic statistics of the A to the terminal which
3	% are i) the minimum finite value
4	% ii) the maximum finite value
5	% iii) the mean of the finite values
6	% iv) the S.D. of the finite values ( RMS of [A-mean] )
7	% v) the fraction of non-finite elements excluded from calculations
8	%
9	% e.g.
10	% >> stats(topo)
11	% Min -4555 Max 0 Mean -2331.07 SD 1207.3441 N-Z 1024/1024
12	%
13	% [Min Max Mean SD]=stats(topo); returns the statistics in Min, Max,
14	% Mean and SD and does not write to the terminal.
15	%
16	% $Header: /u/gcmpack/models/MITgcmUV/utils/matlab/stats.m,v 1.2 2001/05/29 14:01:41 adcroft Exp $
17
18	A=A(:);
19
20	%ii=find(A~=0);
21	ii=find(isfinite(A));
22	if isempty(ii)
23	ii=1;
24	end
25	sZ=prod(size(A));
26	minA=min(A(ii));
27	maxA=max(A(ii));
28	meanA=mean(A(ii));
29	sdA=sqrt( mean( (A(ii)-meanA).^2 ) );
30	nZ=sum(~isfinite(A));
31	switch max(nargout)
32	case {0}
33	disp( ...
34	sprintf('Min %0.5g Max %0.5g Mean %0.5g SD %0.5g NaN %i/%i',...
35	minA,maxA,meanA,sdA,nZ,sZ) );
36	case {1}
37	varargout(1)={minA};
38	case {2}
39	varargout(1)={minA};
40	varargout(2)={maxA};
41	case {3}
42	varargout(1)={minA};
43	varargout(2)={maxA};
44	varargout(3)={meanA};
45	case {4}
46	varargout(1)={minA};
47	varargout(2)={maxA};
48	varargout(3)={meanA};
49	varargout(4)={sdA};
50	otherwise
51	error('Too many return arguments requested')
52	end