plot              458 computefourier.cc     plot("outer loop", "counts\ntrue signal\nreconstruction",
plot              611 computefourier.cc     plot("Inner loop result", "n-dim convolved FFT\nw-dim convolved FFT\nsampled convolved FFT\nlargest in sample\ntrue FFT",
plot              103 experiment.cc    plot("filter fourier series", map_abs(Vec(filter.freq, 4*n/B_loc)));
plot              106 experiment.cc    plot("filterest fourier series", map_abs(Vec(filter_est.freq, 4*n/B_loc)));
plot              114 experiment.cc    plot("Original fourier series", map_abs(Vec(out, n)));
plot               89 generate_graphs.cc   plot("filter fourier series", map_abs(Vec(filter.freq, 4*n/B_loc)));
plot               92 generate_graphs.cc   plot("filterest fourier series", map_abs(Vec(filter_est.freq, 4*n/B_loc)));
plot              100 generate_graphs.cc   plot("Original fourier series", map_abs(Vec(out, n)));
plot              399 generate_graphs.cc 	  plot(plot_options, plot_titles, Vec(SFFT_Error,length));
plot              401 generate_graphs.cc 	  plot(plot_options, plot_titles , Vec(SFFT_Time,length), Vec(FFTW_Time,length));
plot               66 kaiserbessel.cc   plot("filter time series'\nset logscale y\nz='",  "Kaiser Bessel\nGaussian\nDolph Chebyshev" ,map_abs(Vec(filtert, w1)), map_abs(Vec(filtert2, w2)), map_abs(Vec(filtert3, w3)));
plot               69 kaiserbessel.cc   plot("filter fourier series'\nset logscale y\nz='","Kaiser Bessel\nGaussian\nDolph Chebyshev", map_abs(Vec(filterf, n)), map_abs(Vec(filterf2, n)),map_abs(Vec(filterf3, n)));
plot               95 plot.cc            plot(preamble, map_real(y));
plot               97 plot.cc            plot(preamble, map_abs(y));
plot               56 plot.h           return plot(title, "", x, y, z, w, a, b);