FTB-C000368 / Formula component

Wilder Smoothed Positive DM

Wilder Smoothed Positive DM is the recursively updated Wilder sum of positive directional-movement values.

Also known asWilder positive DM sum

Definitions

In plain terms

It uses the same period and staging as smoothed true range so their ratio is aligned.

Technical

The seed sum, first-ready point, zero inputs, missing bars, resets, precision, and revision behavior must match the system contract.

Scope

It retains magnitude but is not yet the normalized +DI line.

Formula

S+DM_t = S+DM_(t-1) - S+DM_(t-1)/n + +DM_t
LaTeX: S^+_t=S^+_{t-1}-\frac{S^+_{t-1}}{n}++DM_t
SymbolMeaningUnit
S+DM_(t-1)prior smoothed positive-DM sumprice
nWilder periodobservations
+DM_tcurrent positive directional movementprice

Output unit: price

Examples

  • A governed lesson calculates or identifies Wilder Smoothed Positive DM only after its parameters, state, timing, and edge cases are declared.

Common misconceptions

  • It retains magnitude but is not yet the normalized +DI line.

Concept relationships

Where this concept is used

Evidence and governance

  1. TA-Lib Directional Movement Index Implementation TA-Lib · first party technical publication

    Supports: preferred label, short definition, technical definition, formula

    Limits: Zero-denominator and compatibility behavior can differ from the Fintech Builder package and must be stated explicitly.

Reviewed by
fintech-builder-batch-007
Last reviewed
2026-07-27
Next review
2027-07-27
Record status
evidence reviewed

This record is evidence-reviewed and readable, but not yet promoted to published — it is served noindex,follow and excluded from the sitemap.