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Missing portion sizes in FFQ – alternatives to use of standard portions

Bibliographic Data

ID15095458
AuthorsRasmus Køster-Rasmussen, Rasmus Køster‐Rasmussen (0000-0002-6452-1839, University of Southern Denmark, corresponding author), Volkert Siersma (0000-0003-1941-2681, University of Copenhagen), Thorhallur I Halldorsson, Þórhallur I Halldórsson (0000-0002-3488-0777, Statens Serum Institut), Niels de Fine Olivarius (0000-0001-6465-3615, University of Copenhagen), Jan Erik Henriksen (0000-0002-1908-7017, Odense University Hospital), Berit L Heitmann (0000-0002-6809-4504, The University of Sydney)
Year2015
Volume18
Issue11
Pages1914-1921
Publication date2015-08-01
Peer ReviewedYes
Open AccessYes
TypeARTICLE
VenuePublic Health Nutrition (JOURNAL)
Journal identifiersISSN: 1368-9800 • E-ISSN: 1475-2727
PublisherCambridge University Press (CUP) (PUBLISHER)
DOI10.1017/s1368980014002389
PMID25382388
OpenAlexW2122324382
LanguageEN
Citations received1
References cited18

Objective Standard portions or substitution of missing portion sizes with medians may generate bias when quantifying the dietary intake from FFQ. The present study compared four different methods to include portion sizes in FFQ. Design We evaluated three stochastic methods for imputation of portion sizes based on information about anthropometry, sex, physical activity and age. Energy intakes computed with standard portion sizes, defined as sex-specific medians (median), or with portion sizes estimated with multinomial logistic regression (MLR), ‘comparable categories’ (Coca) or k -nearest neighbours (KNN) were compared with a reference based on self-reported portion sizes (quantified by a photographic food atlas embedded in the FFQ). Setting The Danish Health Examination Survey 2007–2008. Subjects The study included 3728 adults with complete portion size data. Results Compared with the reference, the root-mean-square errors of the mean daily total energy intake (in kJ) computed with portion sizes estimated by the four methods were (men; women): median (1118; 1061), MLR (1060; 1051), Coca (1230; 1146), KNN (1281; 1181). The equivalent biases (mean error) were (in kJ): median (579; 469), MLR (248; 178), Coca (234; 188), KNN (−340; 218). Conclusions The methods MLR and Coca provided the best agreement with the reference. The stochastic methods allowed for estimation of meaningful portion sizes by conditioning on information about physiology and they were suitable for multiple imputation. We propose to use MLR or Coca to substitute missing portion size values or when portion sizes needs to be included in FFQ without portion size data

Econometrics · Missing data · Statistics · Colorectal Cancer Screening and Detection · Environmental Science · Mathematics

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Unique citing works1
Citations per year0,11
Citation span2017 - 2017 (1)
Citation velocityhistorical
Highly citedNo
Citation typesNeutral: 1

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