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analysis of homework dip gia dip, school work
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- 2-
.
2015
2 -
, xo(m;n) yo(m;n)
[xo yo](m;n) =+1X
i=1
+1Xj=1
xo(i; j)yo(m i; n j) (1)
x(m;n) y(m;n), MxNx
My Ny . z(m;n) [Mx +My 1; Nx +Ny 1],
z(m;n) = [x y](m;n) =
8>:[x^ y^](m;n) 0 m Mx +My 1
0 n Nx +Ny 10
(2)
x^ y^ x y
x^ (m;n) =
(x(m;n) 0 m Mx 1 0 n Nx 10
(3)
y^ (m;n) =
(y(m;n) 0 m My 1 0 n Ny 10
(4)
, x^ y^ -, - , .
1
z=myconv2(x,y) x y. . , conv2 Matlab.
- vectorised, for .
1
2
z=myconv2freq(x,y)
x y , -DFT zero-padding . , . .
3 -
: - x, y N N N = 1; : : : ; 1000. N x, y 100 , z, 3 : () myconv2.m, () myconv2freq.m () Matlab conv2.m. - N - N .
( () ()) , .
x, h x () h 16 16.
1. myconv2.m myconv2freq.m
.
2. demo2a.m
x=rand(400,600);y=fspecial('gaussian',[9 9],2);
- Matlab conv2.
3. demo2b.m #3.
2
4. pdf ( ) - .
:
, zip.
.zip.
.
pdf, _report.pdf .
, , ( -).
( ) UTF-8.
myconv2.m,myconv2freq.m,demo2a.m demo2b.m .
3