Definitions
In plain terms
It describes the fitted ratio-like change per bar without annualizing it.
Technical
slope_log_per_bar = b* in z_hat(t)=a*+b*t; its unit is log-price per bar.
Scope
Annualizing or converting to a return requires a separate calendar and compounding contract.
Examples
- A reviewer computes Trendline Slope per Bar on a small deterministic fixture and checks timing, units, and boundary behavior before publication.
Common misconceptions
- Annualizing or converting to a return requires a separate calendar and compounding contract.
Concept relationships
Related
Required by
Where this concept is used
Tutorials planned
These catalogued topics use this concept, but their complete build has not shipped yet.
- D08-F01-A04 Important
Evidence and governance
- Linear Least Squares Regression NIST/SEMATECH · official standard
Supports: preferred label, short definition, technical definition, units
Limits: A fitted line remains descriptive and is not evidence of a future price path.
- sklearn.linear_model.RANSACRegressor scikit-learn · first party technical publication
Supports: preferred label, short definition, technical definition, units
Limits: This package enumerates every two-point hypothesis for small pivot sets instead of using random sampling.
- numpy.log NumPy · first party technical publication
Supports: preferred label, short definition, technical definition, units
Limits: A log transform requires positive finite prices and does not by itself define a financial level.
- numpy.polyfit NumPy · first party technical publication
Supports: preferred label, short definition, technical definition, units
Limits: The glossary freezes its own log-space OLS contract, diagnostics, and tie rules.
- Reviewed by
- fintech-builder-batch-011
- Last reviewed
- 2026-08-09
- Next review
- 2027-08-09
- 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.
