1 / 51

Modelling the role of household versus community transmission of TB in Zimbabwe

Modelling the role of household versus community transmission of TB in Zimbabwe. Georgie Hughes Supervisor: Dr Christine Currie (University of Southampton) In collaboration with: Dr Elizabeth Corbett

jmayes
Download Presentation

Modelling the role of household versus community transmission of TB in Zimbabwe

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Modelling the role of household versus community transmission of TB in Zimbabwe Georgie Hughes Supervisor: Dr Christine Currie (University of Southampton) In collaboration with: Dr Elizabeth Corbett (London School of Hygiene and Tropical Medicine & Biomedical Research and Training Institute, Zimbabwe)

  2. Overview of Presentation • Background - TB and HIV epidemiology • Previous TB Modelling - Deterministic Compartmental Models - Why more modelling is needed • The Harare Data • The Research - What am I doing? Why? How? • Validation and Sensitivity Analysis • Future Work

  3. Tuberculosis • What is Tuberculosis? • Tuberculosis is the most common major infectious disease today • A person with Tuberculosis can either have an infection or Tuberculosis disease • Symptoms include coughing, chest pain, fever, chills, weight loss and fatigue • Tuberculosis is caught in a similar way to a cold

  4. Tuberculosis (TB) • Facts: • TB infects one third of the world’s population • TB results in 2 million deaths annually, mostly in developing countries • The highest number of estimated deaths is in the South-East Asia Region (35%), but the highest mortality per capita is in the Africa Region

  5. Human Immunodeficiency Virus (HIV) • What is HIV? • HIV is the virus that leads to AIDS (Acquired Immune Deficiency Syndrome) • The HIV virus weakens the body’s ability to fight infections • When the immune system is significantly weakened sufferers will get “opportunistic” infections which are life threatening

  6. HIV and TB: A Dual Epidemic • TB is one of the leading causes of illness and death among AIDS sufferers in developing countries. • The two diseases fuel each other: • A person infected with TB has a risk of progression to “active” TB of only 10% over their lifetime • A person infected with TB and HIV has a risk of progression to “active” TB which increases to10% each year

  7. “We cannot win the battle against AIDS if we do not also fight TB. TB is too often a death sentence for people with AIDS. It does not have to be this way. We have known how to cure TB for more than 50 years.” • Nelson Mandela, July 2004

  8. TB Incidence per 100,000 Worldwide <10 10<50 WHO 50<100 100<300 >=300 2005

  9. TB Incidence per 100,000 Worldwide 2005 WHO <10 10<50 50<100 100<300 2005 >=300

  10. Estimated HIV Prevalence in TB Cases HIV prevalence in TB cases, 15-49 years (%) WHO 0 - 4 5 - 19 20 - 49 50 or more 2003 No estimate

  11. Swaziland Botswana Zimbabwe Relationship Between TB and HIV Countries in Sub-Saharan Africa

  12. Progress Report • Background • Previous TB Modelling • The Harare Data • The Research • Validation and Sensitivity Analysis • Future Work

  13. Modelling TB Control Strategies • Previous models have used assumptions about efficacy that cannot be validated due to a lack of data • An iterative approach using modelling of both the theoretical intervention and actual trial data needed There is still a need to identify TB control strategies that are effective in high HIV prevalence settings

  14. Previous Models • The majority of models have been • Deterministic Compartmental Models • The population is divided into epidemiological classes, for example: • Susceptibles (S) • Exposed/Latent (E) • Infectious (I) • Treated (T)

  15. DCM Models • An Example: • Differential Equations are used • to move proportions of the • population through the stages

  16. Why is More Modelling Needed? There is still a need to identify TB control strategies that are effective in high HIV prevalent settings The current policy was developed in an era of low HIV prevalence The impact of the HIV epidemic on the relative importance of household versus community transmission has not been fully assessed DCMs are an unsuitable method for investigating interventions at the household level

  17. Why is More Modelling Needed? There is still a need to identify TB control strategies that are effective in high HIV prevalent settings The current policy was developed in an era of low HIV prevalence The impact of the HIV epidemic on the relative importance of household versus community transmission has not been fully assessed DCMs are an unsuitable method for investigating interventions at the household level

  18. Why is More Modelling Needed? There is still a need to identify TB control strategies that are effective in high HIV prevalent settings The current policy was developed in an era of low HIV prevalence The impact of the HIV epidemic on the relative importance of household versus community transmission has not been fully assessed DCMs are an unsuitable method for investigating interventions at the household level

  19. Why is More Modelling Needed? There is still a need to identify TB control strategies that are effective in high HIV prevalent settings The current policy was developed in an era of low HIV prevalence The impact of the HIV epidemic on the relative importance of household versus community transmission has not been fully assessed DCMs are an unsuitable method for investigating interventions at the household level

  20. Why are DCMs inadequate? • DCMs don’t allow the mechanics of transmission to be explored • Due to the complexity of the epidemiology a model is needed which allows for the various complexities to be incorporated A Discrete Event Simulation (DES) model would allow for the more intricate details of transmission to be understood

  21. Progress Report • Background • Previous TB Modelling • The Harare Data • The Research • Validation and Sensitivity Analysis • Future Work

  22. The Harare Data Periodic intervention to 42 neighbourhoods Door-to-door enquiry or a mobile TB clinic Diagnosis based on sputum microscopy Interview household head to identify previous TB disease events

  23. The Harare Data • The Harare data will provide cross sectional data on: • The size and location of every household • The number of inhabitants • Their ages • Their poverty indicator • TB Status • HIV Status • Short term trends in TB Incidence following interventions

  24. The Baseline Data • The baseline data was received in Access • Enabled us to look at the household distribution • Data had some surprises! • Being able to communicate with DETECTB was extremely helpful

  25. A Data Driven Model Observed Data Set Parameters TB & HIV Modelling Literature Run Model Health Literature Model Output & Sensitivity Analysis Expert Opinion

  26. Progress Report • Background • Previous TB Modelling • The Harare Data • The Research • Validation and Sensitivity Analysis • Future Work

  27. Epidemiological Issues to be addressed • Heterogeneity • Age Dependency • Gender • Non Homogeneous Mixing • Endogenous Reinfection • Variable lengths of latency and infectiousness • Immigration • Poverty • HIV

  28. The Research • What am I doing? • What’s that? • Involves moving individuals through the model who each have their own attributes, disease characteristics and contact network Developing a DES Household Transmission Model

  29. The Research • Why? • To understand: • The role of household versus community transmission of both TB and HIV • The model will show the limits and potential impact of increasing • case-finding on TB in high HIV prevalent populations

  30. The DES Model • How? • Built an individual-based discrete event simulation model in C++ • Distributions are used to describe the progression of an individual through the model • A static household structure • Assume increased contact within households • HIV is not modelled explicitly • Children are represented in the model

  31. Epidemiological Issues Addressed So Far • Homogeneity • Age Dependency • Gender • Non Homogeneous Mixing • Endogenous Reinfection • Variable lengths of latency and infectiousness • Immigration • Poverty • HIV

  32. Progress Report • Background • Previous TB Modelling • The Harare Data • The Research • Validation and Sensitivity Analysis • Future Work

  33. Validation

  34. Validation

  35. Validation

  36. Validation

  37. Sensitivity Analysis Observed Data Set Parameters TB & HIV Modelling Literature Run Model Health Literature Model Output & Sensitivity Analysis Expert Opinion

  38. Experimental Design Factors • Time of Late Stage HIV • Size of Household • HIV reactivation rate • HIV Survival Distribution Response • Model Fit • Pre-HIV TB Incidence Level • Peak value of TB Incidence curve • Timing of TB epidemic • Gradient of the TB Incidence increase = 1.6, = 1.6, = 1.6, = 1.6,

  39. Progress Report • Background • Previous TB Modelling • The Harare Data • The Research • Validation and Sensitivity Analysis • Future Work

  40. We have described a model of TB and HIV that will be used to assess the effectiveness of different case detection strategies for TB Future Work: Incorporate the various epidemiological issues Use Harare Data to inform model parameters Experimentation and Scenario Analysis

  41. The End! • G.R.Hughes@soton.ac.uk • http://www.maths.soton.ac.uk/postgraduates/Hughes

  42. Screen Shot • Heterogeneity • Age Dependency • Gender • Non Homogeneous Mixing

  43. Active Infectious Disease Active Infectious Disease Model Schematic Susceptibles Fast Latent Fast Latent Latent Treatment Treatment Self Cure Self Cure Recovered

  44. Model Schematic

  45. Fast Latent

  46. The observed fast latent distribution can be described by the equation: Therefore.. The Exponential Distribution The Likelihood function: The Log Likelihood function: where and Maximum Likelihood Distribution

  47. Fast Latent

  48. Fast Latent

  49. HIV Survival

  50. Distribution of Household Size

More Related