Prediction models for short children born small for gestational age (SGA) covering the total growth phase. Analyses

Michael B Ranke1, Anders Lindberg,

  • 1Paediatric Endocrinology Section, Children's Hospital, University of Tuebingen, D-72076 Tuebingen, Germany. Michael.Ranke@med.uni-tuebingen.de

Insights

Mathematical models accurately predict growth in short children treated with growth hormone (GH). These models help optimize treatment and manage expectations for children born small for gestational age (SGA).

Area of Science:

  • Pediatric Endocrinology
  • Growth Hormone Therapy
  • Biometric Modeling

Background:

  • Mathematical models can predict growth in children treated with growth hormone (GH).
  • These models aid in optimizing and individualizing GH treatment for height outcomes and cost-effectiveness.
  • This study focuses on children born small for gestational age (SGA).

Purpose of the Study:

  • To compile existing prediction models for SGA children.
  • To develop new prediction models for SGA children.
  • To validate growth prediction algorithms for GH-treated SGA children.

Main Methods:

  • Applied existing height velocity (HV) prediction models to SGA children from the KIGS database.
  • Developed a new prediction model for the 3rd prepubertal year using the all-possible regression approach.
  • Utilized Mallow's C(p) criterion for model development.

Main Results:

  • Existing models showed no significant difference between observed and predicted height velocity in new cohorts.
  • A new model for predicting 3rd-year HV explained 33% of variability with a 1.0 cm/year error SD.
  • Key predictors for HV included previous year's HV, chronological age, weight SDS, mid-parent height SDS, and GH dose.

Conclusions:

  • Accurate prediction models using accessible predictors are available for GH-treated short SGA children.
  • Models can set realistic patient expectations and help identify treatment compliance issues.
  • The heterogeneity of SGA contributes to relatively low overall explained variability.
Abstract

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