CyclesResearchInstitute.org
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“… insofar as cycles are meaningful, all science that has been developed in the absence of cycle knowledge is inadequate and partial. Thus, if cyclic forces are real, any theory of economics, or sociology, or history, or medicine, or climatology that ignores non-chance rhythms is manifestly incomplete, as medicine was before the discovery of germs.”
- Edward R. Dewey (1967) Categories
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- Harmonically Related Solar Cycles in UV
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Tag Archives: dewey
Harmonically Related Solar Cycles in UV
There are many reported cycles in the Sun ranging from long to short periods, and often periods found are harmonically related to each other. Sometimes the reasons for this rather obvious, but at other times the related cycles have appeared … Continue reading
Posted in astronomy-Solar, cycles-Analysis, Harmonics
Tagged .solar, bai, cycles, dewey, EUV, Harmonics, magnesium, rieger, sun, tomes, UV
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Lunar cycles and Golden Ratios: exposing the weird world of chartism
City Wire Wealth Watch United Kingdom by David Campbell on Jun 03, 2011 The constituent parts read like a discarded plot line from The Da Vinci Code: the ancient Greek mathematical principle of the Golden Ratio, elements of chaos theory … Continue reading
Posted in climate-Lunar, Cycles-General, cycles-Prediction, Economy-General, economy-Stock_Markets
Tagged analysis, climate, Climate-General, cycle, cycles, Cycles-General, dewey, global, market, prediction, rhythm, stock
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Edward R Dewey and the Case for Cycles
After training as an economist, Edward R Dewey devoted his entire working life to the study of cycles. This was because, following the 1929 crash and resulting depression, he found that cycles were more useful for predicting economic events than … Continue reading
Posted in Cycles-General, cycles-Synchrony, Harmonics, Music, researchers-Dewey
Tagged case, Cycles-General, dewey, Edward, Edward R Dewey, for, lambda, Music, pythagoras, synchrony
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Harmonically Related Cycles in IBM Share Price
Analyzing 67 significant cycles periods in IBM share prices by Kotov’s method of finding communalities produces a series of periods 120,60, 20, 10, 5, 2.5 days, agreeing with J M Hursts nominal cycles and Edward R Dewey’s common cycles ratios. Continue reading
Posted in cycles-Analysis, cycles-Common, Harmonics, researchers-Dewey, researchers-Gann, researchers-Hurst
Tagged 10-day, 120-day, 1:2, 1:3, 2.5-day, 20-day, 5-day, 60-day, communalities, dewey, gann, Harmonics, hurst, IBM, Kotov, prices, ratios, share, stock
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