Skip to main content
Track Elliott wave analysis
2 / 26
Library

1988issue C051-4

Triaging Elliott wave counts with weekly stochastic divergences

When two Elliott maps fit the same swing, a slow weekly stochastic can rank them. Keep the count whose extremes and divergences match the claimed wave degree.

  • When two Elliott maps fit the same swing, treat the second labeling as an alternative wave count until a confirming filter ranks it.
  • The slow weekly stochastic is the longer-term ranking study: major waves should print major oscillator swings, and lesser waves should print lesser ones.
  • Bullish divergence marks a candidate trough and bearish divergence marks a candidate peak. Neither study invents the Elliott labels.
  • A fifth of a fifth stays the working count only while later stochastic amplitude, duration, and divergence still match the claimed Primary versus Major degree.
Entries in this reading3 entries

Two maps, one ranking job

Elliott analysis can support more than one wave count on the same chart. The second labeling is an alternative wave count. It stays viable until a confirming filter ranks it below the working count.

The confirming filter is a separate technical study. It is used to promote or demote an Elliott count rather than to invent the count. The price structure still has to support both maps before the filter is asked to choose.

The slow weekly stochastic

The confirmation study applied for the longer-term ranking is the slow weekly stochastic, the slow D line of a 21-week stochastic. Paired weekly charts were used over the same span. One chart carried classic Elliott labels on the industrial average. The other carried the 21-week stochastic.

On that weekly stochastic, readings above 70 were associated with strong advances and readings below 30 with strong declines. Those threshold zones mark where the ranking study treated an advance or decline as strong. They do not replace the wave labels.

What wave-degree conformity requires

Wave-degree conformity is the matching rule. Major Elliott impulse and corrective waves should print major stochastic tops and bottoms. Lesser waves should print lesser oscillator patterns.

Bullish divergence is a lower price low paired with a higher stochastic low at a candidate wave trough. Bearish divergence is a higher price high paired with a lower stochastic high at a candidate wave peak. The divergences tag candidate ends. They do not draw the count.

How the paired weekly charts were read

The August 1982 cycle-degree low was marked with a stochastic trough and bullish divergence. The next Primary advance was marked as ending with stochastic highs and bearish divergence. That pairing is the degree test in both directions: a cycle-degree low with a major oscillator trough, then a Primary peak with major oscillator highs.

Inside the following Primary advance, the Major fourth wave was described as smaller in amplitude and duration than the prior Primary second wave, but larger than the preceding Major second wave. That comparison is a Primary versus Major degree check. A Primary correction should exceed a Major correction in both amplitude and duration. Both the Major third and Primary third peaks were tagged with bearish divergence.

The two counts at the 1987 high

On 25 August 1987 the confirmed count treated the industrial-average high as the end of a fifth of a fifth. That is a terminal impulse reading in which a fifth wave completes inside a larger fifth wave. If confirmed, it is treated as a candidate for a sizable correction. The fallback count treated the same high as a Major third after prior extensions.

Two later checks were left open. The first asked whether the stochastic would print amplitude and duration in proportion to a Primary fourth wave. The second asked whether a bullish divergence would appear if that wave ended and a Primary fifth began.

Educational research material, not investment advice. Historical source context does not establish present-day performance.
2 of 26 in the Elliott wave analysis track
19891-7 pp.Next on Elliott wave analysisDominant-cycle phase flips as regime testsWhen neither a cycle high nor a cycle low appears on a projected date, the same dominant-cycle can invert by about 180 degrees onto a later anniversary date, and those inversions often cluster near major trend changes.
All readings on this track · 26 readings
  1. 1984Three-gate confirmation for wave, ratio, and cycle turns
  2. 1988Triaging Elliott wave counts with weekly stochastic divergences
  3. 1989Dominant-cycle phase flips as regime tests
  4. 1989Audit signals against elasticity regimes
  5. 1990When wave counts fail the exclusion test
  6. 1991Evaluating hourly DJIA growth-rate and velocity attractors
  7. 1996If a terminal fifth is rewritten, fail the first count
  8. 1998Mapping industrial-average swings with Fibonacci growth and retracements
  9. 1999Define the stop before the wave or the divergence
  10. 2001Form-first Elliott wave construction with phi
  11. 2006Wave count, channel floor, and Fibonacci bands after a correction
  12. 2007Impulse and correction as a recursive fractal recipe
  13. 2008Gold-silver ratio as a shoreline wave
  14. 2008A daily chart trend filter with Elliott wave abstention
  15. 2010Revising Elliott wave counts with RSI and stochastic guides
  16. 2010Constructing corrective-wave hypotheses with Fibonacci retracements
  17. 2011Pre-commit the wave-and-ratio stop before entry
  18. 2012Dated wave and ratio cases need a later-sample test
  19. 2013Keep a 1-2-3 count only while zigzag, Fibonacci depth, and divergence still agree
  20. 2014Elliott-wave target versus the option bid-ask
  21. 2014A three-layer classroom on one daily futures chart
  22. 2015Elliott wave classifies the swing; trend following holds the trade
  23. 2016Constructing wave labels and retracement zones from chart structure
  24. 2017Sector ETF pairs in quiet regimes
  25. 2017A policy-shift case that tested a delayed long-cycle wave count
  26. 2018One role each for wave, Fibonacci, and stochastic
All 94 readings tagged Elliott wave analysis
Also on Elliott wave analysis5 readings