Back to list of Stocks    See Also: Seasonal Analysis of BKCGenetic Algorithms Stock Portfolio Generator, and Fourier Calculator

Fourier Analysis of BKC (BURGER KING HOLDINGS)


BKC (BURGER KING HOLDINGS) appears to have interesting cyclic behaviour every 9 weeks (349.8358*sine), 4 weeks (304.1948*sine), and 5 weeks (255.5176*cosine).

BKC (BURGER KING HOLDINGS) has an average price of 11,508.93 (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 12/4/2014 to 1/16/2017 for BKC (BURGER KING HOLDINGS), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
011,508.93   0 
1-1,584.865 2,336.775 (1*2π)/112112 weeks
2-1,122.559 1,272.454 (2*2π)/11256 weeks
3-41.4544 450.6445 (3*2π)/11237 weeks
4-298.2624 199.8186 (4*2π)/11228 weeks
5192.6748 -274.6089 (5*2π)/11222 weeks
6211.9208 -288.3264 (6*2π)/11219 weeks
7-84.61327 223.0136 (7*2π)/11216 weeks
8112.7528 306.7455 (8*2π)/11214 weeks
925.74882 29.01022 (9*2π)/11212 weeks
10217.3509 -67.32353 (10*2π)/11211 weeks
11-25.32995 81.0368 (11*2π)/11210 weeks
12208.5873 22.47843 (12*2π)/1129 weeks
1344.47805 349.8358 (13*2π)/1129 weeks
14-59.2939 132.6877 (14*2π)/1128 weeks
15-17.77553 250.5636 (15*2π)/1127 weeks
16120.6188 -24.42879 (16*2π)/1127 weeks
17177.3083 -93.94248 (17*2π)/1127 weeks
1844.5744 -15.69469 (18*2π)/1126 weeks
19-49.32781 -22.94092 (19*2π)/1126 weeks
20-73.21915 152.0593 (20*2π)/1126 weeks
21-6.51687 40.8518 (21*2π)/1125 weeks
22150.7329 -147.2118 (22*2π)/1125 weeks
23255.5176 32.95809 (23*2π)/1125 weeks
24101.7174 27.88601 (24*2π)/1125 weeks
2572.01048 107.8223 (25*2π)/1124 weeks
26-48.89784 304.1948 (26*2π)/1124 weeks
27-60.52711 159.1659 (27*2π)/1124 weeks
2851.78571 8.92857 (28*2π)/1124 weeks
2913.62576 -174.5061 (29*2π)/1124 weeks
3084.3851 131.8977 (30*2π)/1124 weeks
31-23.5726 86.76429 (31*2π)/1124 weeks
3272.84449 47.87662 (32*2π)/1124 weeks
33-13.76818 -32.79349 (33*2π)/1123 weeks
3454.44327 -127.6404 (34*2π)/1123 weeks
35-18.73694 -9.90964 (35*2π)/1123 weeks
3672.15051 29.93107 (36*2π)/1123 weeks
3759.67303 37.54297 (37*2π)/1123 weeks
3843.11798 -71.92642 (38*2π)/1123 weeks
3932.8204 40.58164 (39*2π)/1123 weeks
40-77.86308 30.82029 (40*2π)/1123 weeks
41139.7834 -.49635 (41*2π)/1123 weeks
42120.0082 11.25908 (42*2π)/1123 weeks
43117.4268 30.00762 (43*2π)/1123 weeks
44-29.03787 53.33486 (44*2π)/1123 weeks
4538.33466 -20.71788 (45*2π)/1122 weeks
4691.37167 -41.65956 (46*2π)/1122 weeks
4741.40303 -85.19463 (47*2π)/1122 weeks
4878.85815 58.882 (48*2π)/1122 weeks
49109.8671 122.2521 (49*2π)/1122 weeks
5095.42186 61.74424 (50*2π)/1122 weeks
5130.81251 -77.91794 (51*2π)/1122 weeks
52-57.00418 -9.56715 (52*2π)/1122 weeks
5330.9083 24.6071 (53*2π)/1122 weeks
5467.42337 123.5328 (54*2π)/1122 weeks
55-5.90505 142.8592 (55*2π)/1122 weeks
5614.28571   (56*2π)/1122 weeks
57-5.90505 -142.8592 (57*2π)/1122 weeks
5867.42337 -123.5328 (58*2π)/1122 weeks
5930.9083 -24.6071 (59*2π)/1122 weeks
60-57.00418 9.56715 (60*2π)/1122 weeks
6130.81251 77.91794 (61*2π)/1122 weeks
6295.42186 -61.74424 (62*2π)/1122 weeks
63109.8671 -122.2521 (63*2π)/1122 weeks
6478.85815 -58.882 (64*2π)/1122 weeks
6541.40303 85.19463 (65*2π)/1122 weeks
6691.37167 41.65956 (66*2π)/1122 weeks
6738.33466 20.71788 (67*2π)/1122 weeks
68-29.03787 -53.33486 (68*2π)/1122 weeks
69117.4268 -30.00762 (69*2π)/1122 weeks
70120.0082 -11.25908 (70*2π)/1122 weeks
71139.7834 .49635 (71*2π)/1122 weeks
72-77.86308 -30.82029 (72*2π)/1122 weeks
7332.8204 -40.58164 (73*2π)/1122 weeks
7443.11798 71.92642 (74*2π)/1122 weeks
7559.67303 -37.54297 (75*2π)/1121 weeks
7672.15051 -29.93107 (76*2π)/1121 weeks
77-18.73694 9.90964 (77*2π)/1121 weeks
7854.44327 127.6404 (78*2π)/1121 weeks
79-13.76818 32.79349 (79*2π)/1121 weeks
8072.84449 -47.87662 (80*2π)/1121 weeks
81-23.5726 -86.76429 (81*2π)/1121 weeks
8284.3851 -131.8977 (82*2π)/1121 weeks
8313.62576 174.5061 (83*2π)/1121 weeks
8451.78571 -8.92857 (84*2π)/1121 weeks
85-60.52711 -159.1659 (85*2π)/1121 weeks
86-48.89784 -304.1948 (86*2π)/1121 weeks
8772.01048 -107.8223 (87*2π)/1121 weeks
88101.7174 -27.88601 (88*2π)/1121 weeks
89255.5176 -32.95809 (89*2π)/1121 weeks
90150.7329 147.2118 (90*2π)/1121 weeks
91-6.51687 -40.8518 (91*2π)/1121 weeks
92-73.21915 -152.0593 (92*2π)/1121 weeks
93-49.32781 22.94092 (93*2π)/1121 weeks
9444.5744 15.69469 (94*2π)/1121 weeks
95177.3083 93.94248 (95*2π)/1121 weeks
96120.6188 24.42879 (96*2π)/1121 weeks
97-17.77553 -250.5636 (97*2π)/1121 weeks
98-59.2939 -132.6877 (98*2π)/1121 weeks
9944.47805 -349.8358 (99*2π)/1121 weeks
100208.5873 -22.47843 (100*2π)/1121 weeks
101-25.32995 -81.0368 (101*2π)/1121 weeks
102217.3509 67.32353 (102*2π)/1121 weeks
10325.74882 -29.01022 (103*2π)/1121 weeks
104112.7528 -306.7455 (104*2π)/1121 weeks
105-84.61327 -223.0136 (105*2π)/1121 weeks
106211.9208 288.3264 (106*2π)/1121 weeks
107192.6748 274.6089 (107*2π)/1121 weeks
108-298.2624 -199.8186 (108*2π)/1121 weeks
109-41.4544 -450.6445 (109*2π)/1121 weeks
110-1,122.559 -1,272.454 (110*2π)/1121 weeks

Problems, Comments, Suggestions? Click here to contact Greg Thatcher

Please read my Disclaimer





Copyright (c) 2013 Thatcher Development Software, LLC. All rights reserved. No claim to original U.S. Gov't works.