Robert A Rigby
Overview
Explore the profile of Robert A Rigby including associated specialties, affiliations and a list of published articles.
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6
Citations
172
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Recent Articles
1.
Fendrich A, Van Eynde E, Stasinopoulos D, Rigby R, Mezquita F, Panagos P
Environ Int
. 2024 Mar;
185:108544.
PMID: 38452467
Arsenic (As) is a versatile heavy metalloid trace element extensively used in industrial applications. As is carcinogen, poses health risks through both inhalation and ingestion, and is associated with an...
2.
Cavarretta E, Sciarra L, Biondi-Zoccai G, Maffessanti F, Nigro A, Sperandii F, et al.
Front Cardiovasc Med
. 2022 Feb;
8:784170.
PMID: 35187105
Introduction: Very limited data exist on normal age-related ECG variations in adolescents and no data have been published regarding the ECG anomalies induced by intensive training, which are relevant in...
3.
Hayes D, van Buuren S, Kuile F, Stasinopoulos D, Rigby R, Terlouw D
Bull World Health Organ
. 2015 Apr;
93(2):74-83.
PMID: 25883400
Objective: To derive regional weight-for-age growth references to help optimize age-based dosing of antimalarials in Africa, the Americas, South-East Asia and the Western Pacific. Methods: A weight-for-age database was constructed...
4.
Rigby R, Stasinopoulos D
Stat Methods Med Res
. 2013 Feb;
23(4):318-32.
PMID: 23376962
A method for automatic selection of the smoothing parameters in a generalised additive model for location, scale and shape (GAMLSS) model is introduced. The method uses a P-spline representation of...
5.
van Buuren S, Hayes D, Stasinopoulos D, Rigby R, Kuile F, Terlouw D
Stat Med
. 2009 Aug;
28(23):2891-911.
PMID: 19691045
Regional or national growth distributions can provide vital information on the health status of populations. In most resource poor countries, however, the required anthropometric data from purpose-designed growth surveys are...
6.
Rigby R, Stasinopoulos D
Stat Med
. 2004 Sep;
23(19):3053-76.
PMID: 15351960
The Box-Cox power exponential (BCPE) distribution, developed in this paper, provides a model for a dependent variable Y exhibiting both skewness and kurtosis (leptokurtosis or platykurtosis). The distribution is defined...