# Journal of the Royal Statistical Society: Series A (Statistics in Society)

© Royal Statistical Society

Edited By: H. Goldstein and L. Sharples

Impact Factor: 1.702

ISI Journal Citation Reports © Ranking: 2015: 13/49 (Social Sciences Mathematical Methods); 24/123 (Statistics & Probability)

Online ISSN: 1467-985X

Associated Title(s): Journal of the Royal Statistical Society: Series B (Statistical Methodology), Journal of the Royal Statistical Society: Series C (Applied Statistics), Significance

#### 168:2

**Top incomes in the UK over the 20th century,****by A. B. Atkinson, Journal of the Royal Statistical Society, Series A, Statistics in Society, Volume 168 (2005), part 2, pages 325 - 343**

# Figure 2.txt is a text file containing the data for Figure 2 in the paper.

# Figure 3.txt is a text file containing the data for Figure 3.

# Figure 4.txt is a text file containing the data for Figure 4.

# Figure 5.txt is a text file containing the data for Figure 5.

# A. B. Atkinson

# Nuffield College

# Oxford

# OX1 1NF

# UK

E-mail: tony.atkinson@nuf.ox.ac.uk

**Dataset** (7kb)

**Age at first marriage in Malawi: a Bayesian multilevel analysis using a discrete time-to-event model, by S. Manda and R. Meyer, Journal of the Royal Statistical Society, Series A, Statistics in Society, Volume 168 (2005), part 2, 168 (2005), 439 - 455**

WinBUGS code is provided for the three-level discrete time-to-event model that is used in the paper. The actual data can be obtained as indicated in the paper. The code was written for an analysis with 11 covariates, which do not vary over time. The multivariate normal model for the two random effects is factored into a marginal and conditional densities to ease computations. Data in obs.t and fail are the observed failure times and indicator of event (1 = observed event;0 = censored event) respectively. Data in t are the T + 1 discrete interval cut points (actually there are T discrete time points). Data in hh and comm indicate level 2 and level 3 units respectively.

Also, the user must supply data in gp2 and gp3 showing which level 2 units are nested in which level 3 units. The rest of the data are covariates in x1-x11 (bb = 11), number of individual subjects (N), level 2 units (N2), level 3 units (N3) and esp = 0.0000001. Appropriate initial values are set by the user.

# Samuel Manda

# Biostatistics Unit

# Centre for Epidemiology and Biostatistics

# University of Leeds

# 30 - 32 Hyde Terrace

# Leeds

# LS2 9LN

# UK

E-mail: s.o.m.manda@leeds.ac.uk

**Dataset** (2kb)