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Fourier Analysis of XOMA (XOMA Corporation)


XOMA (XOMA Corporation) appears to have interesting cyclic behaviour every 34 weeks (146.8197*sine), 33 weeks (128.6415*sine), and 36 weeks (124.5322*sine).

XOMA (XOMA Corporation) has an average price of 732.18 (topmost row, frequency = 0).



Click on the checkboxes shown on the right to see how the various frequencies contribute to the graph. Look for large magnitude coefficients (sine or cosine), as these are associated with frequencies which contribute most to the associated stock plot. If you find a large magnitude coefficient which dramatically changes the graph, look at the associated "Period" in weeks, as you may have found a significant recurring cycle for the stock of interest.

Right click on the graph above to see the menu of operations (download, full screen, etc.)

Fourier Analysis

Using data from 1/3/2000 to 6/4/2018 for XOMA (XOMA Corporation), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0732.1753   0 
1519.9744 786.0396 (1*2π)/962962 weeks
2172.7187 504.1723 (2*2π)/962481 weeks
3-62.50021 476.4626 (3*2π)/962321 weeks
4-30.37725 169.9587 (4*2π)/962241 weeks
554.78201 290.0214 (5*2π)/962192 weeks
6-181.8681 253.3042 (6*2π)/962160 weeks
7-176.9742 72.10377 (7*2π)/962137 weeks
8-130.1251 -38.46899 (8*2π)/962120 weeks
942.58722 -67.12036 (9*2π)/962107 weeks
1057.05096 62.79876 (10*2π)/96296 weeks
11-1.11464 72.1278 (11*2π)/96287 weeks
12-26.73147 42.66511 (12*2π)/96280 weeks
133.58292 12.24281 (13*2π)/96274 weeks
143.82626 22.51603 (14*2π)/96269 weeks
1518.83603 43.57589 (15*2π)/96264 weeks
16-17.51289 45.57065 (16*2π)/96260 weeks
17-23.55605 4.57855 (17*2π)/96257 weeks
184.47384 -23.11354 (18*2π)/96253 weeks
1943.33482 -13.44188 (19*2π)/96251 weeks
2049.48785 14.96151 (20*2π)/96248 weeks
2154.1812 37.78796 (21*2π)/96246 weeks
2211.09988 39.73519 (22*2π)/96244 weeks
2336.4285 3.9305 (23*2π)/96242 weeks
2440.15951 19.96873 (24*2π)/96240 weeks
2588.45852 7.50382 (25*2π)/96238 weeks
26107.4028 78.69992 (26*2π)/96237 weeks
2762.92865 124.5322 (27*2π)/96236 weeks
2817.41217 146.8197 (28*2π)/96234 weeks
29-41.31413 128.6415 (29*2π)/96233 weeks
30-53.04026 90.41731 (30*2π)/96232 weeks
31-80.1088 60.9103 (31*2π)/96231 weeks
32-65.8584 11.3672 (32*2π)/96230 weeks
33-27.63546 .89865 (33*2π)/96229 weeks
34-13.38485 6.70008 (34*2π)/96228 weeks
359.61946 7.58715 (35*2π)/96227 weeks
3616.53341 38.56702 (36*2π)/96227 weeks
374.04088 51.56285 (37*2π)/96226 weeks
38-9.81069 63.67411 (38*2π)/96225 weeks
39-42.53558 47.09709 (39*2π)/96225 weeks
40-25.3207 28.35522 (40*2π)/96224 weeks
41-33.44453 51.8881 (41*2π)/96223 weeks
42-51.42292 27.46827 (42*2π)/96223 weeks
43-48.92463 11.39607 (43*2π)/96222 weeks
44-35.92953 -14.88941 (44*2π)/96222 weeks
45-9.06893 10.98672 (45*2π)/96221 weeks
46-34.91125 9.1527 (46*2π)/96221 weeks
47-24.3694 -1.76427 (47*2π)/96220 weeks
48-26.64464 -13.63576 (48*2π)/96220 weeks
49-.43782 -18.75177 (49*2π)/96220 weeks
5013.1372 .81504 (50*2π)/96219 weeks
5110.83286 11.02152 (51*2π)/96219 weeks
521.68091 21.03304 (52*2π)/96219 weeks
53-3.93224 18.23463 (53*2π)/96218 weeks
54-.7737 22.09538 (54*2π)/96218 weeks
55-1.5189 34.77369 (55*2π)/96217 weeks
56-25.05339 36.41486 (56*2π)/96217 weeks
57-30.02371 26.85367 (57*2π)/96217 weeks
58-44.68597 16.24666 (58*2π)/96217 weeks
59-32.40298 -2.97258 (59*2π)/96216 weeks
60-27.68257 3.8436 (60*2π)/96216 weeks
61-29.65914 -5.9249 (61*2π)/96216 weeks
62-18.35928 -2.66459 (62*2π)/96216 weeks
63-29.66245 -1.10112 (63*2π)/96215 weeks
64-25.56061 -21.38824 (64*2π)/96215 weeks
65-13.2219 -14.62702 (65*2π)/96215 weeks
66-11.67073 -20.89739 (66*2π)/96215 weeks
671.43466 -10.31068 (67*2π)/96214 weeks
68-3.64764 -8.06758 (68*2π)/96214 weeks
69-.448 -9.40388 (69*2π)/96214 weeks
704.1102 -5.0003 (70*2π)/96214 weeks
71-.5463 5.0818 (71*2π)/96214 weeks
72-8.94533 5.64609 (72*2π)/96213 weeks
73-15.41523 -2.85629 (73*2π)/96213 weeks
74-8.43183 -9.05881 (74*2π)/96213 weeks
75-6.79092 -11.83941 (75*2π)/96213 weeks
76-.39511 -15.98557 (76*2π)/96213 weeks
779.95109 -5.65693 (77*2π)/96212 weeks
784.18812 4.19802 (78*2π)/96212 weeks
79-7.64202 6.36919 (79*2π)/96212 weeks
80-13.99913 -11.67653 (80*2π)/96212 weeks
813.03576 -12.88559 (81*2π)/96212 weeks
822.00572 -8.93299 (82*2π)/96212 weeks
836.7135 -8.11921 (83*2π)/96212 weeks
845.01041 -5.84067 (84*2π)/96211 weeks
857.20316 -10.68183 (85*2π)/96211 weeks
8619.37576 -.28574 (86*2π)/96211 weeks
8711.41246 10.34741 (87*2π)/96211 weeks
886.2955 8.70684 (88*2π)/96211 weeks
89-.98548 10.97955 (89*2π)/96211 weeks
90-1.51352 1.48079 (90*2π)/96211 weeks
915.41177 7.62855 (91*2π)/96211 weeks
92-3.32422 12.56193 (92*2π)/96210 weeks
93-7.69954 11.33023 (93*2π)/96210 weeks
94-17.59851 6.80237 (94*2π)/96210 weeks
95-17.20885 -10.83513 (95*2π)/96210 weeks
96-7.97417 -13.11251 (96*2π)/96210 weeks
97-1.7923 -16.2439 (97*2π)/96210 weeks
985.59802 -10.31296 (98*2π)/96210 weeks
996.04734 -9.51671 (99*2π)/96210 weeks
1008.94018 -9.56766 (100*2π)/96210 weeks
10113.10581 -4.42195 (101*2π)/96210 weeks
10211.3295 2.14549 (102*2π)/9629 weeks
1037.51338 3.04366 (103*2π)/9629 weeks
1043.58994 5.52478 (104*2π)/9629 weeks
105-2.17284 -1.30872 (105*2π)/9629 weeks
1066.08 -6.27802 (106*2π)/9629 weeks
10710.90081 -4.10639 (107*2π)/9629 weeks
10810.50465 .33193 (108*2π)/9629 weeks
10912.13664 2.17302 (109*2π)/9629 weeks
11010.1862 5.07652 (110*2π)/9629 weeks
11111.76178 5.30767 (111*2π)/9629 weeks
11212.08884 14.22479 (112*2π)/9629 weeks
1132.87124 12.70268 (113*2π)/9629 weeks
1143.42498 13.48473 (114*2π)/9628 weeks
115-4.70238 11.96676 (115*2π)/9628 weeks
116-2.07286 9.60054 (116*2π)/9628 weeks
117-8.52721 8.94006 (117*2π)/9628 weeks
118-8.36646 2.86192 (118*2π)/9628 weeks
119-8.52089 1.91683 (119*2π)/9628 weeks
120-9.05874 -6.76757 (120*2π)/9628 weeks
121.57111 -10.86376 (121*2π)/9628 weeks
1223.39742 -8.00911 (122*2π)/9628 weeks
1239.51185 -5.49061 (123*2π)/9628 weeks
1249.63305 1.03671 (124*2π)/9628 weeks
12511.28813 1.98369 (125*2π)/9628 weeks
1266.68666 9.27031 (126*2π)/9628 weeks
1272.52847 7.25913 (127*2π)/9628 weeks
128-3.12319 7.79878 (128*2π)/9628 weeks
129-4.54187 .34836 (129*2π)/9627 weeks
130-3.37027 -2.3055 (130*2π)/9627 weeks
131-1.16972 -8.34223 (131*2π)/9627 weeks
1328.49888 -12.04557 (132*2π)/9627 weeks
13315.97601 -4.9389 (133*2π)/9627 weeks
13417.0117 2.67619 (134*2π)/9627 weeks
13512.691 8.27176 (135*2π)/9627 weeks
1368.20684 9.34979 (136*2π)/9627 weeks
1377.63639 5.86301 (137*2π)/9627 weeks
1387.46881 9.03123 (138*2π)/9627 weeks
1398.26788 2.60082 (139*2π)/9627 weeks
14014.43319 11.89438 (140*2π)/9627 weeks
1416.83518 13.26069 (141*2π)/9627 weeks
14210.44855 18.25863 (142*2π)/9627 weeks
143-2.5126 22.6374 (143*2π)/9627 weeks
144-5.68044 14.62608 (144*2π)/9627 weeks
145-8.42198 13.47866 (145*2π)/9627 weeks
146-7.28868 7.18297 (146*2π)/9627 weeks
147-7.36729 8.2903 (147*2π)/9627 weeks
148-10.21565 2.47836 (148*2π)/9627 weeks
149-6.19252 1.12856 (149*2π)/9626 weeks
150-2.31117 -.72019 (150*2π)/9626 weeks
151-.90999 2.56466 (151*2π)/9626 weeks
152-2.18227 1.20559 (152*2π)/9626 weeks
153-4.4726 3.49024 (153*2π)/9626 weeks
154-6.23965 -5.09452 (154*2π)/9626 weeks
1553.16894 -7.94095 (155*2π)/9626 weeks
15610.76084 -4.49134 (156*2π)/9626 weeks
15713.87341 5.79513 (157*2π)/9626 weeks
1587.91722 10.52775 (158*2π)/9626 weeks
1596.336 11.19431 (159*2π)/9626 weeks
160.52093 16.19609 (160*2π)/9626 weeks
161-4.81763 13.76822 (161*2π)/9626 weeks
162-9.42916 12.24554 (162*2π)/9626 weeks
163-10.0023 2.24232 (163*2π)/9626 weeks
164-5.80248 1.75952 (164*2π)/9626 weeks
165-6.19859 .35747 (165*2π)/9626 weeks
166-3.07353 -.54051 (166*2π)/9626 weeks
167-2.2694 -1.61746 (167*2π)/9626 weeks
1681.92356 -.76065 (168*2π)/9626 weeks
1692.69508 3.96442 (169*2π)/9626 weeks
170-1.88103 7.4587 (170*2π)/9626 weeks
171-5.64318 1.65006 (171*2π)/9626 weeks
172-4.27043 .41166 (172*2π)/9626 weeks
173-4.84064 -5.53301 (173*2π)/9626 weeks
1742.80105 -7.25411 (174*2π)/9626 weeks
1757.50075 -5.37457 (175*2π)/9625 weeks
17614.81178 -.22639 (176*2π)/9625 weeks
17714.13777 9.11017 (177*2π)/9625 weeks
17810.32087 16.91769 (178*2π)/9625 weeks
179-1.93747 18.96742 (179*2π)/9625 weeks
180-7.83963 14.3962 (180*2π)/9625 weeks
181-9.24933 6.31615 (181*2π)/9625 weeks
182-5.20322 5.37965 (182*2π)/9625 weeks
183-5.27925 2.7099 (183*2π)/9625 weeks
184.40355 3.15801 (184*2π)/9625 weeks
185-1.46773 8.16899 (185*2π)/9625 weeks
186-3.0777 10.4722 (186*2π)/9625 weeks
187-9.29982 12.24343 (187*2π)/9625 weeks
188-11.62115 6.77138 (188*2π)/9625 weeks
189-13.01364 4.69096 (189*2π)/9625 weeks
190-14.13518 2.54866 (190*2π)/9625 weeks
191-19.52578 -2.08893 (191*2π)/9625 weeks
192-13.9979 -12.49843 (192*2π)/9625 weeks
193-5.87515 -12.64382 (193*2π)/9625 weeks
194-3.34652 -11.78701 (194*2π)/9625 weeks
195-.95829 -9.83513 (195*2π)/9625 weeks
1961.47232 -12.61663 (196*2π)/9625 weeks
1978.51373 -9.5114 (197*2π)/9625 weeks
1987.12359 -5.45377 (198*2π)/9625 weeks
1999.67913 -3.39533 (199*2π)/9625 weeks
2009.27713 1.7381 (200*2π)/9625 weeks
2019.01307 2.62705 (201*2π)/9625 weeks
2027.82556 9.00655 (202*2π)/9625 weeks
203.13261 10.08342 (203*2π)/9625 weeks
204-2.94488 6.77652 (204*2π)/9625 weeks
205-4.38144 6.61126 (205*2π)/9625 weeks
206-9.27069 2.2179 (206*2π)/9625 weeks
207-5.00373 -2.62803 (207*2π)/9625 weeks
208-4.82174 -3.03904 (208*2π)/9625 weeks
209-1.12489 -7.41093 (209*2π)/9625 weeks
2102.88993 -4.38094 (210*2π)/9625 weeks
2113.91443 -3.51753 (211*2π)/9625 weeks
2124.76339 1.40974 (212*2π)/9625 weeks
2131.22687 2.33747 (213*2π)/9625 weeks
214-.4297 .90165 (214*2π)/9624 weeks
215.034 -1.97155 (215*2π)/9624 weeks
2162.02097 -2.97498 (216*2π)/9624 weeks
2174.80859 .84067 (217*2π)/9624 weeks
218.45266 2.48919 (218*2π)/9624 weeks
219-.48332 .63719 (219*2π)/9624 weeks
220-2.3254 -3.03916 (220*2π)/9624 weeks
2212.27437 -6.34497 (221*2π)/9624 weeks
2225.23419 -5.66342 (222*2π)/9624 weeks
2239.46252 -5.64662 (223*2π)/9624 weeks
22413.23278 -1.98667 (224*2π)/9624 weeks
22516.04013 2.62281 (225*2π)/9624 weeks
22615.76933 12.98016 (226*2π)/9624 weeks
2277.97906 17.75662 (227*2π)/9624 weeks
228.46021 17.52321 (228*2π)/9624 weeks
229-6.49759 13.61457 (229*2π)/9624 weeks
230-6.22793 6.60219 (230*2π)/9624 weeks
231-3.77809 9.5109 (231*2π)/9624 weeks
232-10.4999 5.2971 (232*2π)/9624 weeks
233-3.89621 -.55361 (233*2π)/9624 weeks
234-3.05658 1.88917 (234*2π)/9624 weeks
235-.61493 2.51544 (235*2π)/9624 weeks
236-4.80347 4.32183 (236*2π)/9624 weeks
237-4.17227 .79157 (237*2π)/9624 weeks
238-2.99434 1.94609 (238*2π)/9624 weeks
239-3.027 .99019 (239*2π)/9624 weeks
240-2.22653 -.04885 (240*2π)/9624 weeks
241-2.71949 .44754 (241*2π)/9624 weeks
242-2.42744 -.62955 (242*2π)/9624 weeks
243-1.12863 -.14886 (243*2π)/9624 weeks
244-2.98319 .91659 (244*2π)/9624 weeks
245-2.03618 -4.02457 (245*2π)/9624 weeks
246.82705 -3.6667 (246*2π)/9624 weeks
2475.80249 -4.07903 (247*2π)/9624 weeks
2486.79197 3.73732 (248*2π)/9624 weeks
2491.58616 5.3447 (249*2π)/9624 weeks
250.50399 3.16272 (250*2π)/9624 weeks
251.63547 2.8618 (251*2π)/9624 weeks
2523.19688 3.15723 (252*2π)/9624 weeks
253.72259 7.08945 (253*2π)/9624 weeks
254-.0583 4.86429 (254*2π)/9624 weeks
255-1.2931 7.67412 (255*2π)/9624 weeks
256-4.68028 6.90823 (256*2π)/9624 weeks
257-5.48059 5.7042 (257*2π)/9624 weeks
258-7.52086 3.49184 (258*2π)/9624 weeks
259-6.72334 .60159 (259*2π)/9624 weeks
260-4.49438 .57624 (260*2π)/9624 weeks
261-6.79512 1.33098 (261*2π)/9624 weeks
262-6.8335 -2.09439 (262*2π)/9624 weeks
263-5.81357 -5.11821 (263*2π)/9624 weeks
264.9004 -4.21122 (264*2π)/9624 weeks
265-.0053 -.01984 (265*2π)/9624 weeks
266-.86354 .41262 (266*2π)/9624 weeks
267-3.53843 .90159 (267*2π)/9624 weeks
268-3.75623 -1.92083 (268*2π)/9624 weeks
269-1.58966 -2.10892 (269*2π)/9624 weeks
270-.75312 -.56086 (270*2π)/9624 weeks
271-2.71944 .09675 (271*2π)/9624 weeks
272-3.66929 -2.4613 (272*2π)/9624 weeks
273-.75822 -4.7103 (273*2π)/9624 weeks
2742.4386 -2.02862 (274*2π)/9624 weeks
2752.54738 1.41693 (275*2π)/9623 weeks
276-2.71653 6.06125 (276*2π)/9623 weeks
277-8.10705 -.41318 (277*2π)/9623 weeks
278-5.86179 -3.98457 (278*2π)/9623 weeks
279-1.75951 -7.36592 (279*2π)/9623 weeks
280.96538 -3.84849 (280*2π)/9623 weeks
281-1.99489 -3.57573 (281*2π)/9623 weeks
282-.04455 -5.71177 (282*2π)/9623 weeks
2833.24507 -5.49083 (283*2π)/9623 weeks
2845.92813 -2.92095 (284*2π)/9623 weeks
2854.98392 .42071 (285*2π)/9623 weeks
2862.10147 2.02229 (286*2π)/9623 weeks
2871.73701 -.58464 (287*2π)/9623 weeks
2883.68891 2.54722 (288*2π)/9623 weeks
2891.63183 4.37458 (289*2π)/9623 weeks
290-1.11914 6.36843 (290*2π)/9623 weeks
291-5.12521 3.95635 (291*2π)/9623 weeks
292-5.85988 1.18708 (292*2π)/9623 weeks
293-7.08101 -1.67177 (293*2π)/9623 weeks
294-4.74887 -2.67816 (294*2π)/9623 weeks
295-4.71893 -3.91173 (295*2π)/9623 weeks
296-2.94059 -4.37737 (296*2π)/9623 weeks
297-3.9835 -6.68983 (297*2π)/9623 weeks
298-.64913 -7.97135 (298*2π)/9623 weeks
2992.12031 -7.76139 (299*2π)/9623 weeks
3005.41088 -3.79102 (300*2π)/9623 weeks
3012.00635 -.01631 (301*2π)/9623 weeks
302-.88451 -2.05473 (302*2π)/9623 weeks
303-1.71386 -4.0474 (303*2π)/9623 weeks
3041.35775 -7.68357 (304*2π)/9623 weeks
3054.08644 -5.20529 (305*2π)/9623 weeks
3063.66348 -3.62695 (306*2π)/9623 weeks
3072.39607 -4.80419 (307*2π)/9623 weeks
3086.87671 -4.92593 (308*2π)/9623 weeks
3097.71464 -1.75597 (309*2π)/9623 weeks
3107.28908 2.12432 (310*2π)/9623 weeks
3111.24306 2.38377 (311*2π)/9623 weeks
3121.57665 -.63742 (312*2π)/9623 weeks
3131.30827 -.78476 (313*2π)/9623 weeks
3143.1922 -3.78927 (314*2π)/9623 weeks
3155.14916 -1.60147 (315*2π)/9623 weeks
3166.31151 -.3107 (316*2π)/9623 weeks
3175.95582 3.08734 (317*2π)/9623 weeks
3182.1748 3.11324 (318*2π)/9623 weeks
3191.78055 .9464 (319*2π)/9623 weeks
3202.17184 2.43822 (320*2π)/9623 weeks
3211.37527 3.1775 (321*2π)/9623 weeks
322-1.0519 1.72636 (322*2π)/9623 weeks
323-.61675 -1.95372 (323*2π)/9623 weeks
3241.54563 -2.33456 (324*2π)/9623 weeks
3254.45463 -.12797 (325*2π)/9623 weeks
3263.46082 4.39736 (326*2π)/9623 weeks
327-2.97316 3.29966 (327*2π)/9623 weeks
328-3.8527 -1.42239 (328*2π)/9623 weeks
329.03516 -5.59961 (329*2π)/9623 weeks
3304.4707 -3.50603 (330*2π)/9623 weeks
3315.77964 -.89531 (331*2π)/9623 weeks
3322.69156 4.89988 (332*2π)/9623 weeks
333-1.7329 1.66749 (333*2π)/9623 weeks
334-.88865 -1.46027 (334*2π)/9623 weeks
3351.17675 -3.36202 (335*2π)/9623 weeks
3362.51817 -.9128 (336*2π)/9623 weeks
337.70667 -1.91406 (337*2π)/9623 weeks
3383.69189 -1.92345 (338*2π)/9623 weeks
3392.48885 -2.10883 (339*2π)/9623 weeks
3407.07638 -1.29714 (340*2π)/9623 weeks
3414.62169 5.93699 (341*2π)/9623 weeks
342-1.10777 3.84991 (342*2π)/9623 weeks
343-3.25685 1.45659 (343*2π)/9623 weeks
344-4.07171 -4.24901 (344*2π)/9623 weeks
345.8397 -4.3419 (345*2π)/9623 weeks
346-.02537 -5.70875 (346*2π)/9623 weeks
3473.89256 -6.88041 (347*2π)/9623 weeks
3485.35739 -7.05119 (348*2π)/9623 weeks
34910.50992 -7.01303 (349*2π)/9623 weeks
35013.96578 -.34844 (350*2π)/9623 weeks
35111.40814 4.47073 (351*2π)/9623 weeks
3527.75643 7.80933 (352*2π)/9623 weeks
3533.29885 7.2461 (353*2π)/9623 weeks
3541.24628 4.9307 (354*2π)/9623 weeks
355.13885 1.1984 (355*2π)/9623 weeks
3565.70001 -.70279 (356*2π)/9623 weeks
3576.03425 6.14094 (357*2π)/9623 weeks
3581.60064 5.4022 (358*2π)/9623 weeks
3591.57282 4.78279 (359*2π)/9623 weeks
360.02418 3.20623 (360*2π)/9623 weeks
3611.22047 3.04008 (361*2π)/9623 weeks
362-1.39056 3.06393 (362*2π)/9623 weeks
363.15417 -1.89645 (363*2π)/9623 weeks
3645.38939 -.56039 (364*2π)/9623 weeks
3655.72555 4.86536 (365*2π)/9623 weeks
3662.45776 7.7249 (366*2π)/9623 weeks
367-3.57605 6.56749 (367*2π)/9623 weeks
368-3.66214 1.26243 (368*2π)/9623 weeks
369-3.88009 .38022 (369*2π)/9623 weeks
370-2.10269 -3.68082 (370*2π)/9623 weeks
371.34873 -4.1488 (371*2π)/9623 weeks
3723.08625 -6.02621 (372*2π)/9623 weeks
3739.9023 -3.98687 (373*2π)/9623 weeks
3749.17703 3.58212 (374*2π)/9623 weeks
3756.14915 3.45159 (375*2π)/9623 weeks
3766.1313 5.03658 (376*2π)/9623 weeks
3774.11977 6.64033 (377*2π)/9623 weeks
3782.88067 6.5344 (378*2π)/9623 weeks
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95257.05096