| Literature DB >> 31335236 |
Karla Unger-Saldaña1, Kenneth Fitch-Picos1, Cynthia Villarreal-Garza1,2.
Abstract
PURPOSE: There is insufficient evidence in the literature regarding the association between young age and diagnostic delay of breast cancer (BC). This study aimed to determine whether young age increases the risk of diagnostic delays among patients with BC and also to identify the mechanisms through which young age affects diagnostic delay. PATIENTS AND METHODS: This was a cross-sectional study of 592 patients with symptomatic BC treated at two of the largest public cancer hospitals in Mexico City available for the uninsured and those covered by Seguro Popular. A validated questionnaire was administered via face-to-face interviews with the patients, and their medical files were reviewed. Path analyses, using multivariable logistic regression models, were conducted to assess the relationship between age and diagnostic delay, as well as the role of potential confounders.Entities:
Mesh:
Year: 2019 PMID: 31335236 PMCID: PMC6690634 DOI: 10.1200/JGO.19.00093
Source DB: PubMed Journal: J Glob Oncol ISSN: 2378-9506
FIG 1Participant inclusion, exclusion, and elimination criteria.
Sociodemographic and Disease Information
Use of Health Services Before Arrival at the Cancer Center
FIG 2Kaplan-Meier curves of the diagnostic interval stratified by patient age. These curves show a significantly longer diagnostic interval among women 40 years of age and younger in comparison with their older counterparts.
Bivariable and Multivariable Analysis
FIG 3Mechanisms through which young age influences diagnostic delay. This path diagram represents causal relationships between variables. Where there are no arrows between variables, no association was found. The reported regression coefficients or odds ratios (ORs) on each arrow were adjusted using multivariable analyses that included the variables that appear on the diagram to the left of each dependent variable. The ORs were estimated using logistic regression analysis when the dependent variable was categorical, and the B coefficients were estimated using lineal regression for continuous dependent variables. For example, for the analysis of the diagnostic interval, which was a binary response variable, the OR of 3.23 of lack of cancer suspicion by the first doctor consulted is the adjusted OR obtained by a multivariable logistic regression where all the variables in the diagram were included as controls. As can be seen, young patient age is not directly associated with diagnostic delay, but delays occur because of a lack of cancer suspicion by the first doctor consulted.