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Standard Error of Estimate (SEE)

Definition

The statistical uncertainty around a regression-based stature estimate, representing the range within which approximately 68 per cent of individuals in the derivation sample fall. The 95 per cent prediction interval is approximately ± 2 SEE. Must be reported alongside every stature point estimate in a forensic report.

Applies to
Regression-based stature estimation from skeletal remains
68% range
Approximately one SEE either side of the estimate
95% interval
Approximately plus or minus 2 SEE
Reporting rule
Must accompany every stature point estimate

Common questions

Why can't a forensic anthropologist report stature as a single exact number?+

A regression equation derived from a reference population carries inherent scatter around its predicted line. Reporting only the point estimate implies a precision the method does not have, so the SEE-based range communicates the real uncertainty to the court.

Does the SEE change depending on which bone or equation is used?+

Yes. Different long bones and different population-specific regression formulae carry different SEE values, generally reflecting how strongly that bone's length correlates with stature in the reference sample the equation was built from.

Related terms

Age-Related Stature Loss
The decrease in living stature with age due to intervertebral disc compression and vertebral remodeling, approximately 0.10-0.12 cm per year after age...
Auerbach-Ruff 2004 Method
A body-mass estimation method using bi-iliac (maximum pelvic) breadth combined with stature, providing an alternative proxy when the femoral head is absent...
Crural Index
The ratio of tibia length to femur length, multiplied by 100. Varies systematically between populations: higher (relatively longer tibia) in tropical populations,...
Femoral Head Diameter (FHD)
The superoinferior diameter of the femoral head, measured at the widest point perpendicular to the neck axis. The primary skeletal proxy for...
Maximum (Anatomical) Femur Length
The bone length measured from the most superior point of the femoral head to the most inferior point of the femoral condyles...
Mukherjee-Bandyopadhyay Equations
Population-specific stature regression equations for Bengali Indian males and females, published in 1955 from cadaveric material at Calcutta Medical College. The male...
Ruff-Scott-Walker 1997 Method
The principal body-mass estimation method from skeletal remains, using femoral head diameter (and, in the Auerbach-Ruff 2004 extension, bi-iliac breadth combined with...
Stature Regression Equation
A mathematical equation derived from a reference skeletal sample with known stature and long-bone measurements, used to estimate living stature from measured...
Trotter-Gleser Equations
The foundational US stature regression equations published by Mildred Trotter and Goldine Gleser in 1952 (from WWII casualties) and revised in 1958...

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