IEEE Computational Intelligence Magazine - November 2020 - 40

3)	The tolerance parameter e, which controls the convergence of the algorithm. This value is set to 10 -7 in
this paper.
All signals have been decomposed into three modes. Figures 6 and 7 show respectively the IMFs corresponding to the

CC signals of Maharashtra and Tamil Nadu along with their
corresponding center frequencies.
We further run the KPSS test on IMFs corresponding to
the VMD decomposition of the CC signals for both states
using the same lags used in Section III-A, i.e. 7, 9, and 11. As is

2,500

4,000

2,000

3,000

Confirmed Cases

Confirmed Cases

3,500

2,500
2,000
1,500
1,000

1,500
1,000
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500
0

0

10

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40 50
Day
(a)

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40 50
Day
(b)

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Day
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Confirmed Cases

Confirmed Cases

10

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-200

0
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-200

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-600

0

0

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40 50
Day
(b)

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(c)

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FIGURE 6 IMFs corresponding to the decomposition of CC time
series of Maharashtra along with their center frequencies,
(a) CC-IMF1, ~ 1 = 0.0015. (b) CC-IMF2, ~ 2 = 0.1423. (c) CC-IMF3,
~ 3 = 0.3480.

40

IEEE COMPUTATIONAL INTELLIGENCE MAGAZINE | NOVEMBER 2020

-300

FIGURE 7 IMFs corresponding to the decomposition of CC time
series of Tamil Nadu along with their center frequencies,
(a) CC-IMF1, ~ 1 = 0.0025. (b) CC-IMF2, ~ 2 = 0.1264. (c) CC-IMF3,
~ 3 = 0.3866.



IEEE Computational Intelligence Magazine - November 2020

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