The beta-geometric distribution applied to comparative fecundability studies.
about
Methodologic and statistical approaches to studying human fertility and environmental exposureFeasibility of studying subfertility using retrospective self reportsPrevalence of infertility in the United States as estimated by the current duration approach and a traditional constructed approachA survival analysis approach to modeling human fecundityFlexible Bayesian Human Fecundity ModelsAssessing vaccine effects in repeated low-dose challenge experiments.Estimating infertility prevalence in low-to-middle-income countries: an application of a current duration approach to Demographic and Health Survey data.Semiparametric modeling of grouped current duration data with preferential reporting.Fecundability among newly married couples in agricultural villages in Palestine: a prospective study.Joint modeling of intercourse behavior and human fecundability using structural equation modelsRelation between time to pregnancy and pregnancy outcome.Design and analysis of time-to-pregnancy.Stimulated intrauterine insemination (SIUI) and donor insemination (DI) as first line management for a selected subfertile population: the Manchester experience.Epidemiologic studies of male factors in infertility.Bayesian hidden Markov models to identify RNA-protein interaction sites in PAR-CLIP.The current duration design for estimating the time to pregnancy distribution: a nonparametric Bayesian perspective.Statistical models for human fecundability.Natural conception: repeated predictions over time.Can we distinguish between infertility and subfertility when predicting natural conception in couples with an unfulfilled child wish?Potential for bias in estimating human fecundability parameters: a comparison of statistical models.Accuracy loss due to selection bias in cohort studies with left truncation.Estimation of the frequency of involuntary infertility on a nation-wide basisReply to the Comments by Drs Aalen and Hougaard on ‘The Current Duration Approach to Estimating Time to Pregnancy’ by Niels Keiding et alThe Current Duration Approach to Estimating Time to PregnancyA Random-Effects Model for Cycle Viability in Fertility Studies
P2860
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P2860
The beta-geometric distribution applied to comparative fecundability studies.
description
1986 nî lūn-bûn
@nan
1986年の論文
@ja
1986年学术文章
@wuu
1986年学术文章
@zh
1986年学术文章
@zh-cn
1986年学术文章
@zh-hans
1986年学术文章
@zh-my
1986年学术文章
@zh-sg
1986年學術文章
@yue
1986年學術文章
@zh-hant
name
The beta-geometric distribution applied to comparative fecundability studies.
@en
The beta-geometric distribution applied to comparative fecundability studies.
@nl
type
label
The beta-geometric distribution applied to comparative fecundability studies.
@en
The beta-geometric distribution applied to comparative fecundability studies.
@nl
prefLabel
The beta-geometric distribution applied to comparative fecundability studies.
@en
The beta-geometric distribution applied to comparative fecundability studies.
@nl
P356
P1433
P1476
The beta-geometric distribution applied to comparative fecundability studies.
@en
P2093
Weinberg CR
P304
P356
10.2307/2531205
P407
P577
1986-09-01T00:00:00Z