- Category:
- Algorithm
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- File Size:
- 2kb
- Update:
- 2012-11-26
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- Uploaded by:
- whaxy42
Description: Correlations between two anomaly series of 12 calendar months, 4 seasons (DJF, MAM, JJA and SON), monthly, seasonal and annual data from monthly anomaly series x (i, 12) and y (i, 12) (i = 1, ..., n) find the monthly abnormal sequence x (n, 12) and y (n, 12) (n a) of the correlation coefficient r (24), where j = 1 ~ 12 is 1 ~ 12 months case, 13 to 22 in winter, spring, summer, autumn and winter month by month, month by month in spring, summer, monthly, the monthly fall, month by month, year, month by month in winter (NDJFMA), summer half year monthly (MJJASO) the case of the sequence.
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Smscorrelation.f