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Fourier Analysis of GBSN (Great Basin Scientific, Inc.)


GBSN (Great Basin Scientific, Inc.) appears to have interesting cyclic behaviour every 12 weeks (37561.75*sine), 8 weeks (35615.18*sine), and 11 weeks (33031.7*sine).

GBSN (Great Basin Scientific, Inc.) has an average price of 212,001.7 (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 10/9/2014 to 12/27/2016 for GBSN (Great Basin Scientific, Inc.), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0212,001.7   0 
1131,871.6 280,048.5 (1*2π)/117117 weeks
2-43,519.91 56,549.14 (2*2π)/11759 weeks
3102,701.6 11,583.11 (3*2π)/11739 weeks
467,091.24 106,934.3 (4*2π)/11729 weeks
517,563.3 63,194.24 (5*2π)/11723 weeks
628,054.23 65,854.55 (6*2π)/11720 weeks
7-4,260.355 43,910.91 (7*2π)/11717 weeks
830,119.26 23,255.64 (8*2π)/11715 weeks
923,360.22 55,061.13 (9*2π)/11713 weeks
101,606.593 37,561.75 (10*2π)/11712 weeks
1111,148.56 33,031.7 (11*2π)/11711 weeks
12-1,466.746 30,297.99 (12*2π)/11710 weeks
1311,131.74 16,927.48 (13*2π)/1179 weeks
145,719.567 35,615.18 (14*2π)/1178 weeks
15-11,663.67 10,777.71 (15*2π)/1178 weeks
1616,289.55 2,068.797 (16*2π)/1177 weeks
1715,724.61 20,376.76 (17*2π)/1177 weeks
188,832.564 15,843.64 (18*2π)/1177 weeks
1911,948.71 18,677.59 (19*2π)/1176 weeks
202,626.945 18,186.68 (20*2π)/1176 weeks
215,740.421 10,736.69 (21*2π)/1176 weeks
223,371.915 13,026.02 (22*2π)/1175 weeks
235,746.773 2,809.939 (23*2π)/1175 weeks
2415,414.27 11,155.9 (24*2π)/1175 weeks
252,851.249 16,655.54 (25*2π)/1175 weeks
26-630.3843 3,585.107 (26*2π)/1175 weeks
278,295.612 960.2389 (27*2π)/1174 weeks
289,836.954 2,720.354 (28*2π)/1174 weeks
2913,523.38 5,758.796 (29*2π)/1174 weeks
305,862.991 9,896.729 (30*2π)/1174 weeks
313,645.386 -548.2234 (31*2π)/1174 weeks
3211,718.1 -2,600.38 (32*2π)/1174 weeks
3314,799.03 -15.63285 (33*2π)/1174 weeks
3417,482.91 2,749.921 (34*2π)/1173 weeks
3515,732.42 8,600.567 (35*2π)/1173 weeks
369,867.337 6,459.485 (36*2π)/1173 weeks
3713,384.23 2,897.687 (37*2π)/1173 weeks
3815,695.96 6,982.508 (38*2π)/1173 weeks
3912,066.1 11,214.02 (39*2π)/1173 weeks
404,838.014 7,942.128 (40*2π)/1173 weeks
418,797.625 -172.0872 (41*2π)/1173 weeks
4215,758.25 5,486.454 (42*2π)/1173 weeks
438,819.64 11,608.63 (43*2π)/1173 weeks
442,667.963 6,032.619 (44*2π)/1173 weeks
453,606.195 311.6026 (45*2π)/1173 weeks
468,136.335 -4,075.152 (46*2π)/1173 weeks
4715,459 -415.8496 (47*2π)/1172 weeks
4812,099.92 7,146.147 (48*2π)/1172 weeks
495,163.017 4,846.388 (49*2π)/1172 weeks
505,002.273 -1,658.946 (50*2π)/1172 weeks
5110,965.01 -4,804.059 (51*2π)/1172 weeks
5216,594.6 773.2917 (52*2π)/1172 weeks
5310,676.39 7,998.598 (53*2π)/1172 weeks
542,951.617 1,603.338 (54*2π)/1172 weeks
558,815.597 -5,006.591 (55*2π)/1172 weeks
5612,755.25 -769.7152 (56*2π)/1172 weeks
5710,296.26 108.4496 (57*2π)/1172 weeks
5811,551.02 -981.5895 (58*2π)/1172 weeks
5911,551.02 981.5895 (59*2π)/1172 weeks
6010,296.26 -108.4496 (60*2π)/1172 weeks
6112,755.25 769.7152 (61*2π)/1172 weeks
628,815.597 5,006.591 (62*2π)/1172 weeks
632,951.617 -1,603.338 (63*2π)/1172 weeks
6410,676.39 -7,998.598 (64*2π)/1172 weeks
6516,594.6 -773.2917 (65*2π)/1172 weeks
6610,965.01 4,804.059 (66*2π)/1172 weeks
675,002.273 1,658.946 (67*2π)/1172 weeks
685,163.017 -4,846.388 (68*2π)/1172 weeks
6912,099.92 -7,146.147 (69*2π)/1172 weeks
7015,459 415.8496 (70*2π)/1172 weeks
718,136.335 4,075.152 (71*2π)/1172 weeks
723,606.195 -311.6026 (72*2π)/1172 weeks
732,667.963 -6,032.619 (73*2π)/1172 weeks
748,819.64 -11,608.63 (74*2π)/1172 weeks
7515,758.25 -5,486.454 (75*2π)/1172 weeks
768,797.625 172.0872 (76*2π)/1172 weeks
774,838.014 -7,942.128 (77*2π)/1172 weeks
7812,066.1 -11,214.02 (78*2π)/1172 weeks
7915,695.96 -6,982.508 (79*2π)/1171 weeks
8013,384.23 -2,897.687 (80*2π)/1171 weeks
819,867.337 -6,459.485 (81*2π)/1171 weeks
8215,732.42 -8,600.567 (82*2π)/1171 weeks
8317,482.91 -2,749.921 (83*2π)/1171 weeks
8414,799.03 15.63285 (84*2π)/1171 weeks
8511,718.1 2,600.38 (85*2π)/1171 weeks
863,645.386 548.2234 (86*2π)/1171 weeks
875,862.991 -9,896.729 (87*2π)/1171 weeks
8813,523.38 -5,758.796 (88*2π)/1171 weeks
899,836.954 -2,720.354 (89*2π)/1171 weeks
908,295.612 -960.2389 (90*2π)/1171 weeks
91-630.3843 -3,585.107 (91*2π)/1171 weeks
922,851.249 -16,655.54 (92*2π)/1171 weeks
9315,414.27 -11,155.9 (93*2π)/1171 weeks
945,746.773 -2,809.939 (94*2π)/1171 weeks
953,371.915 -13,026.02 (95*2π)/1171 weeks
965,740.421 -10,736.69 (96*2π)/1171 weeks
972,626.945 -18,186.68 (97*2π)/1171 weeks
9811,948.71 -18,677.59 (98*2π)/1171 weeks
998,832.564 -15,843.64 (99*2π)/1171 weeks
10015,724.61 -20,376.76 (100*2π)/1171 weeks
10116,289.55 -2,068.797 (101*2π)/1171 weeks
102-11,663.67 -10,777.71 (102*2π)/1171 weeks
1035,719.567 -35,615.18 (103*2π)/1171 weeks
10411,131.74 -16,927.48 (104*2π)/1171 weeks
105-1,466.746 -30,297.99 (105*2π)/1171 weeks
10611,148.56 -33,031.7 (106*2π)/1171 weeks
1071,606.593 -37,561.75 (107*2π)/1171 weeks
10823,360.22 -55,061.13 (108*2π)/1171 weeks
10930,119.26 -23,255.64 (109*2π)/1171 weeks
110-4,260.355 -43,910.91 (110*2π)/1171 weeks
11128,054.23 -65,854.55 (111*2π)/1171 weeks
11217,563.3 -63,194.24 (112*2π)/1171 weeks
11367,091.24 -106,934.3 (113*2π)/1171 weeks
114102,701.6 -11,583.11 (114*2π)/1171 weeks
115-43,519.91 -56,549.14 (115*2π)/1171 weeks

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