Talk and Poster at the 2018 Research Students' Conference


This year, the annual Research Students' Conference was held in Sheffield between 24th and 27th July. This was during the extended heatwave, so the weather was fantastic (sometimes a bit hot to be inside!), and there were lots of great talks and posters on display.

The full title of the conference is the Research Students' Conference in Probability and Statistics, and as you might expect, the Royal Statistical Society (and particularly the Young Statisticians Section) featured prominently. There was some twitter activity too, see @RSC_2019 (they updated their name after the conference...) and #RSC_2018 for more details.

This conference came when I was about half-way through my PhD (it started in January 2017), so it was an opportunity to showcase some initial results. I had both a talk and a poster, on separate topics.

My talk was entitled "Dynamic survival models and generalised linear models for analysing and extrapolating survival data in health technology assessment". The abstract is given at the end of this blog. Briefly, it discussed the theory behind analysing survival data within the framework of generalised linear models (and its extensions). This allows for the use of very flexible models. The feasibility of this approach was demonstrated using two case-studies.
The live-talk wasn't recorded, but I did a recording a couple of weeks later, which can be found here. Slides are here.

My poster was on the topic of "Parameter estimation in dynamic survival models: current status, future directions". It reports the results of a pearl-growing search: the most popular methods were Markov chain Monte Carlo, and Linear Bayes. More details are provided here.

Abstract for the RSC talk:
When analysing survival data, there is often interest in parametric modelling of the underlying hazard function. This can provide insight into how the process evolves over time, and allows for predictions of the future (extrapolations). This requires flexible models so that estimates are not reflections of the assumptions imposed by parametric models. Traditional models for survival data have been criticised for being insufficiently flexible; an alternative is to use generalised linear models. This framework and its extensions provide very flexible models. Examples include dynamic survival models, fractional polynomials, and spline-based models. Despite its usefulness, this approach to analysing survival data is rarely used. This talk describes the models and presents example case-studies. Particular attention is given to dynamic survival models; as they are based on time-series methods it is argued that they are more suitable for generating extrapolations. Possible areas for further research are also identified.

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