Elliott wave degrees: why a timeframe does not determine the degree

Name the higher-degree wave before the subwave

In an invented review, a higher-degree wave movement contains several smaller movements. Identify the proposed higher-degree wave boundaries first, then describe which subwave movements belong inside them. Keep labels consistent within that hierarchy.

Two movements drawn with the same font size are not necessarily the same degree. Their structural roles and boundaries must support the relationship, rather than the appearance of the label deciding it.

Inspect finer price detail without changing the wave hypothesis

Suppose the daily view leaves a segment unresolved. Inspecting a finer timeframe may reveal turning points within the same time boundaries. Preserve those boundaries so that you know you are examining the same segment.

More visible price bars provide more observations, not automatic proof of the required subdivision. If the source coverage still omits part of the segment, a finer chart cannot create that missing history.

Keep a hierarchy record

Use a small outline with the larger wave pattern, its time range and each proposed subwave. Record which subwave structure has been examined and which remains unresolved. This can be a manual note beside your result.

If a subwave crosses the chosen higher-degree wave boundary, investigate the hierarchy or the input range. Do not quietly move the boundary and keep the old verification status.

Avoid assigning wave degree by price-move size alone

A large price move, a longer duration or a more prominent label may help orient a chart, but none alone establishes the structural degree. The interpretation still depends on the nested pattern evidence.

Use the wave-degree guide for the hierarchy and the subwave review article for a practical subwave-structure check. This exercise does not prescribe a fixed mapping from a timeframe to a named degree.

Nine named degrees: independent labeling exercises

The conventional order is Grand Supercycle, Supercycle, Cycle, Primary, Intermediate, Minor, Minute, Minuette and Subminuette. These are relative levels in a hierarchy, not nine fixed chart intervals. Brackets in this text are an explicit printable label convention, not a claim about the application’s fonts or colours. A named level must remain consistent with the surrounding larger and smaller structures.

Each table row is an independent fictional assignment, not one nine-level market count: assume the whole 100→120 is assigned the listed degree. Its five children are the already published 100→108→104→114→110→120; the first child is 100→108 at the next smaller degree. Reusing these prices shows why price size alone cannot choose a degree. The assignment and leaf subdivisions remain assumptions needing context; the nine-name list is not a maximum possible depth. For Subminuette, the child is simply below the displayed list.

• Primary source · ELWAVE
• Primary source · Elliott Wave International
• Published numerical example

Sources and limits

• Elliott wave degrees: labels and nested waves.
• How to count waves on a chart.