📄 bfrit.m
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function [r, m] = bfrit(x, n, l, wpar)% BFRIT Block finite ridgelet transform% [r, m] = bfrit(x, n, l, wpar)%% Input:% x: image matrix of size aN by bN, (2N-1) is a prime% n: block size % l: number of wavelet decomposition levels% wpar: parameters for spline biorthogonal filters, e.g. [1,3]%% Output:% r: block ridgelet coefficients in a matrix% m: block mean values%% Note:% This uses folded FRAT with symmetric extention and biorthogonal% symmetric wavelet transform (WaveLab function)%% See also: FRATFD, FWT_SBSif ~isprime(2*n-1) error('Block size must be n where (2n-1) is prime');end[lx, wx] = size(x);a = floor(lx / n);b = floor(wx / n);if ((a * n) ~= lx) | ((b * n) ~= wx) error('Input image sizes must be multiple of n');end% Transform bock-by-blockr = zeros(n * a, (n+1) * b);m = zeros(a, b);for i = 1:a for j = 1:b [r((1+(i-1)*n):(i*n), (1+(j-1)*(n+1)):(j*(n+1))), ... m(i, j)] = ... fritfd(x((1+(i-1)*n):(i*n), (1+(j-1)*n):(j*n)), ... l, wpar); endend
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