📄 inv_rst2.m
字号:
function X = Inv_RST2(S)
% Inv_RST2: Inverse Real Sinusoid Transform of an nxn array
% Usage:
% X = Inv_RST2(S);
% Inputs:
% S n by n image
% Outputs:
% X reconstructed array.
%
% Description
% Inv_RST2 computes the inverse of RST2 by rearranging frequencies and
% taking the inverse 2-D fft.
% See Also
% RST2
n = size(S,1);
n2 = n/2 + 1; % Center point
isqrt2 = 1./sqrt(2);
X = S;
% Top row
X(1,2:(n2-1)) = isqrt2 .* (S(1,2:(n2-1)) + i .* S(1,n:-1:(n2+1)));
X(1,n:-1:(n2+1)) = isqrt2 .* (S(1,2:(n2-1)) - i .* S(1,n:-1:(n2+1)));
% Left Column
X(2:(n2-1),1) = isqrt2 .* (S(2:(n2-1),1) + i .* S(n:-1:(n2+1),1));
X(n:-1:(n2+1),1) = isqrt2 .* (S(2:(n2-1),1) - i .* S(n:-1:(n2+1),1));
% Middle column
X(2:(n2-1),n2) = isqrt2 .* (S(2:(n2-1),n2) + i .* S(n:-1:(n2+1),n2));
X(n:-1:(n2+1),n2) = isqrt2 .* (S(2:(n2-1),n2) - i .* S(n:-1:(n2+1),n2));
% Rest
X(2:n,2:(n2-1)) = isqrt2 .* (S(2:n,2:(n2-1)) + i .* S(n:-1:2,n:-1:(n2+1)));
X(n:-1:2,n:-1:(n2+1)) = isqrt2 .* (S(2:n,2:(n2-1)) - i .* S(n:-1:2,n:-1:(n2+1)));
X = real(ifft2_mid0(X)) .* sqrt(prod(size(X)));
%% Part of SparseLab Version:100% Created Tuesday March 28, 2006% This is Copyrighted Material% For Copying permissions see COPYING.m% Comments? e-mail sparselab@stanford.edu%
⌨️ 快捷键说明
复制代码
Ctrl + C
搜索代码
Ctrl + F
全屏模式
F11
切换主题
Ctrl + Shift + D
显示快捷键
?
增大字号
Ctrl + =
减小字号
Ctrl + -