C DFT OF PRODUCT OF CIRCULARLY WRAPPED LAG WINDOW AND AUTOCORRELATION C OF TAPERED SERIES C C NOTE THAT THIS DFT IS REAL-VALUED. IF WE MULTIPLY C THE NUMBERS IN THE RIGHT-HAND COLUMN BY 0.25 (WHICH C IS THE SAMPLING TIME FOR THE TIME SERIES), THEN C THE VALUES INDEXED BY k = 0, ..., 32 ARE THE C LAG WINDOW SPECTRAL ESTIMATES AT FREQUENCIES f_k = k/(64*0.25) = k/16 C (NOTE THAT THE NYQUIST FREQUENCY IS 1/(2*0.25) = 2). 0 2333.715315003294 1 2288.6206685909046 2 2156.724717833954 3 1956.5214966126828 4 1731.6707022916219 5 1535.7430026402474 6 1392.0321905512305 7 1270.2956713700814 8 1116.1063859044193 9 907.0424796170716 10 673.8413803543986 11 468.1696304845842 12 320.51136527939934 13 229.7362173144747 14 178.84391372367918 15 150.69132476786848 16 134.19213511023224 17 125.1495935197101 18 123.59746023476099 19 129.04725956428683 20 138.49924189496755 21 148.3567049082547 22 155.46606976751715 23 155.71205446501443 24 144.72869558404312 25 122.36964363640885 26 95.39405131186555 27 73.8068695906685 28 64.11378029423128 29 65.95148923994208 30 73.96464394289274 31 81.79271186241715 32 84.92485320751575 33 81.79271186241715 34 73.96464394289274 35 65.95148923994208 36 64.11378029423128 37 73.8068695906685 38 95.39405131186555 39 122.36964363640885 40 144.72869558404312 41 155.71205446501443 42 155.46606976751715 43 148.3567049082547 44 138.49924189496755 45 129.04725956428683 46 123.59746023476099 47 125.1495935197101 48 134.19213511023224 49 150.69132476786848 50 178.84391372367918 51 229.7362173144747 52 320.51136527939934 53 468.1696304845842 54 673.8413803543986 55 907.0424796170716 56 1116.1063859044193 57 1270.2956713700814 58 1392.0321905512305 59 1535.7430026402474 60 1731.6707022916219 61 1956.5214966126828 62 2156.724717833954 63 2288.6206685909046