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Commit [bee244] Maximize Restore History

Fixed time hop sizes in plots in examples in erblett and cqt.

Renamed framematrix to frsynmatrix.
framenative2coef does not fail anymore if the frame object does not contain native2coef field.
Forgotten oct/comp_dwiltiii.cc

prusa prusa 2013-12-11

added oct/comp_dwiltiii.cc
changed filterbank/cqt.m
changed filterbank/erblett.m
changed filterbank/plotfilterbank.m
changed frames/framecoef2native.m
changed frames/framenative2coef.m
changed frames/frametf2coef.m
changed frames/frsynabs.m
changed operators/framemulappr.m
changed operators/framemuleigs.m
changed testing/test_framemulappr.m
changed testing/test_frames.m
copied frames/framematrix.m -> frames/frsynmatrix.m
oct/comp_dwiltiii.cc Diff Switch to side-by-side view
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filterbank/cqt.m Diff Switch to side-by-side view
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filterbank/erblett.m Diff Switch to side-by-side view
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filterbank/plotfilterbank.m Diff Switch to side-by-side view
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frames/framecoef2native.m Diff Switch to side-by-side view
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frames/framenative2coef.m Diff Switch to side-by-side view
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frames/frametf2coef.m Diff Switch to side-by-side view
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frames/frsynabs.m Diff Switch to side-by-side view
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operators/framemulappr.m Diff Switch to side-by-side view
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operators/framemuleigs.m Diff Switch to side-by-side view
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testing/test_framemulappr.m Diff Switch to side-by-side view
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testing/test_frames.m Diff Switch to side-by-side view
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frames/framematrix.m to frames/frsynmatrix.m
--- a/frames/framematrix.m
+++ b/frames/frsynmatrix.m
@@ -1,8 +1,8 @@
-function G=framematrix(F,L);
-%FRAMEMATRIX  Frame synthesis operator matrix
-%   Usage: G=framematrix(F,L);
+function G=frsynmatrix(F,L);
+%FRSYNMATRIX  Frame synthesis operator matrix
+%   Usage: G=frsynmatrix(F,L);
 %
-%   `G=framematrix(F,L)` returns the matrix representation *G* of the frame
+%   `G=frsynmatrix(F,L)` returns the matrix representation *G* of the frame
 %   synthesis operator for a frame *F* of length *L*. The frame object *F*
 %   must have been created using |frame|.
 %
@@ -19,7 +19,7 @@
 %
 %     L=200;
 %     F=frame('dgt','gauss',10,20);
-%     G=framematrix(F,L);
+%     G=frsynmatrix(F,L);
 %     testsig = randn(L,1);
 %     res = frana(F,testsig)-G'*testsig;
 %     norm(res)
@@ -44,7 +44,7 @@
     %  analysis operator, but not of the synthesis.
     %
     %    F2=frame('dgt',F.g,F.a,F.M);
-    %    G2=framematrix(F2,L);
+    %    G2=frsynmatrix(F2,L);
     %    M2=floor(F.M/2)+1;
     %    N=L/F.a;
     %    G=zeros(L,M2*N);