Definitions
In plain terms
The period number attached to a conventional EMA is another way to describe its update speed: a larger period label corresponds to a smaller smoothing constant.
Technical
Under the conventional span mapping alpha = 2/(n+1), alpha 0.10 maps to n=19 and alpha 0.05 maps to n=39; the mapping does not choose the seed.
Scope
The period label is an equivalence convention for the update weight and must not be mistaken for a rolling window that discards all older data.
Formula
alpha = 2 / (n + 1)\alpha = \frac{2}{n+1}| Symbol | Meaning | Unit |
|---|---|---|
\alpha | Smoothing constant | dimensionless |
n | Conventional EMA period label | observations |
Output unit: dimensionless
Examples
- For n=19, alpha equals 2 divided by 20, or 0.10.
Common misconceptions
- An EMA-19 still has influence from observations older than 19 periods.
Concept relationships
Prerequisites
Derived from
Where this concept is used
Tutorials planned
These catalogued topics use this concept, but their complete build has not shipped yet.
- D04-F02-A01 Important
- D04-F02-A02 Important
- D04-F02-A03 Important
- D04-F02-A05 Important
- D04-F02-A06 Important
- D07-F01-A02 Important
Evidence and governance
- Calculating the McClellan Oscillator McClellan Financial Publications · first party methodology
Supports: preferred label, short definition, technical definition, formula, units
Limits: Does not prescribe one universal initialization, missing-session, revision-resolution, rounding, or software interface policy.
- McClellan Oscillator StockCharts ChartSchool · secondary methodology
Supports: technical definition, variant distinction
Limits: Platform symbols, displayed thresholds, universe choices, and implementation details are vendor-specific rather than universal methodology requirements.
- Reviewed by
- Islam Baraka
- Last reviewed
- 2026-07-26
- Next review
- 2027-07-26
- Record status
- published
