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1995issue C071-4

Constructing a percent-reversal wave filter

A named percent-filter emits the only legal up and down swings on an OHLC worksheet. Each completed swing is then bounded by dates, an inception-point, and an apex so later wave labels can be checked against the same fields.

  • Build the worksheet from a contract identifier, trading-session dates, and open, high, low, and close fields, and keep the reversal percentage in a separately named cell.
  • Wave-designation stays up or down until price crosses the switch-level taken from the current apex and the percent-filter.
  • A designation change bounds the swing with start, extreme, and end dates, the inception-point, and the terminal apex.
  • Closed up and down waves are numbered and summarized by wave-length and by percent change from inception-point to apex.
Entries in this reading3 entries

A filter before a count

Wave work here starts as a construction problem. The worksheet first locks one percent-filter. That filter is the only rule that may emit an up swing or a down swing. Counting and ratio work wait until those segments exist.

Editorial reading: the aim is not a prettier chart. A named reversal rule, dated extremes, and a closed set of length and percent-change fields make Elliott-style labeling checkable against the same swings every time.

What the worksheet holds

The sheet is built from a contract identifier, trading-session dates, and the open, high, low, and close fields. A separately named cell holds the reversal percentage.

The worked construction sets that named filter to 0.01, a one-percent reversal threshold. The percent-filter is that named reversal fraction applied to the current wave extreme. A contrary move of that size flips the wave from up to down or down to up.

How wave-designation flips

Each bar is labeled up or down. That wave-designation persists until price crosses a switch-level derived from the current apex and the filter.

The apex is the farthest price reached so far in the active wave: the running high while the designation is up, and the running low while it is down. When the designation flips, the apex resets to the new extreme.

On an up designation the switch-level is the apex multiplied by one minus the filter. On a down designation it is the apex multiplied by one plus the filter. Price must breach that switch-level to change designation.

What a completed swing records

A designation change records the wave start date, extreme date, end date, inception price, and terminal apex so each completed swing is bounded.

The inception-point is the prior-wave apex inherited at the moment designation changes. It is the starting price of the new wave.

Closed up and down fields

Closed up waves are numbered and summarized with start and end dates, trading-day length from inception to apex, trading-day length until the opposing down wave qualifies, and percent change from inception to apex.

Closed down waves receive a matching set of fields: sequence number, dates, trading days to the apex, trading days until a same-size opposing correction registers, and percent change from inception to apex.

Wave-length is that count of trading sessions from a wave start to its apex, or from that start until an opposing filtered wave is confirmed.

Educational research material, not investment advice. Historical source context does not establish present-day performance.
2 of 16 in the Wave counting track
19951-6 pp.Next on Wave countingFiltered waves, overdue duration, candles, and trendOpposite swings smaller than the chosen percentage are ignored so each remaining filtered-wave can be classed by wave-magnitude, wave-duration, and direction.
All readings on this track · 16 readings
  1. 1991Wave counting as a sampling frame for head and shoulders
  2. 1995Constructing a percent-reversal wave filter
  3. 1995Filtered waves, overdue duration, candles, and trend
  4. 1995Filtered swing ledger for MW pattern construction
  5. 2003Three ratio tests from a completed supercycle
  6. 2004Wave labels as a checklist for expansion versus contraction
  7. 2010Constructing wave-ratio signals from a quadratic trend filter
  8. 2011A temporary placeholder while source evidence is loaded
  9. 2011Construct a harmonic impulse from measured three-wave limbs
  10. 2012Three Fibonacci rules to label trend versus countertrend
  11. 2013Sentiment wave counts before news headlines
  12. 2013Constructing a 1-2-3 wave count from high-low zigzag swings
  13. 2013Step candle confirmations with wave count and chandelier exit
  14. 2016Nested wave rhythms and double-bottom support
  15. 2016Nested correction-size bands and a derived support price
  16. 2020Counting a Nasdaq correction before stacking Fibonacci targets
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