Yee Whye Teh, Avishkar Bhoopchand, Peter Diggle, Bryn Elesedy, Bobby He, Michael Hutchinson, Ulrich Paquet, Jonathan Read, Nenad Tomasev, Sheheryar Zaidi

As the UK pivots to a more localised strategy to manage the Covid-19 epidemic, it is important to understand localised rates of transmissions and incidences. This can be a component of an effective monitoring system and allows to more quickly identify hotspots where there are elevated levels of transmissions. It can also be a useful tool for the public to understand where infections are growing and to adopt appropriate behaviours.

We have developed a system to estimate localised rates of transmissions, and to use these to do daily short-term forecasts of the size of the Covid-19 epidemic in local authorities.

Our system is based on a Bayesian statistical model for estimating the effective reproduction number $R_t$ in individual local authorities. Estimating $R_t$ reliably across small areas with low case counts is difficult because of the low information content in the data, interactions across areas, as well as because of sensitivities to random local events. Further description of our method can be found here.

We used publicly available data on positive tests from the combined Pillars 1 and 2 of UK’s testing strategy. Unfortunately, due to the unclear relationship between the number of positive tests and true incidence rates, predictions of the system cannot be directly interpreted as predictions of true transmission and incidence rates. However, we believe it can be used, along with other indicators based potentially on other data sources, to build a fuller and more timely picture of the state of the Covid-19 epidemic in each local authority as it unfolds. Further details of the limitations of the system can be found here.

Our system complements a number of other publicly available systems for tracking the Covid-19 epidemic in British local authorities:

There are a number of important next steps for the project:

  • Evaluating the accuracy of predictions of the system using historical data, potentially using seroprevalence data.
  • Extending the model to include delay distributions between infection to symptom onset and to test specimen being taken.
  • Extending the model to different type of observations, including deaths, hospitalisations, seroprevalence and symptom onsets.

Map

Definitions for terms in the map:

  • Case is an infected individual who has tested positive on the given date, under either Pillar 1 or Pillar 2 of the UK’s testing strategy.
  • Rt denotes the reproduction number: how many secondary cases a single primary case will result in on average. Rt greater than 1 implies the size of the epidemic is increasing exponentially, and less than 1 means it is shrinking.
  • Cases (Per 100k) denotes either the historical weekly reported number of cases under Pillars 1+2, normalised by population size, the predicted number in the future weeks.
  • P(Rt>1) denotes the probability that Rt is larger than 1 given the observed case counts.