Infectious disease models Flashcards

1
Q

What is a model

A

A representation of the real world, good=reliable representaion
based on assumptions

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2
Q

In may and andersons STI transmission dynamics model what is the reproductive rate of an sti defined as

A

B=likelihood of transmission per sexual contact between an infected person and a susceptible partner
C= average number of new sexual partners formed over time between infected and susceptible people
D=average duration of infectiousness
BCD

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3
Q

How cn the reproduction rate of an STI be redcuced

A

reduce the duration of infectiousness (detection and treatment)
reduce transmission efficiency (condoms)
reduce no. of sexual partners

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4
Q

What are deterministic models of infection

A

describe what happens on average in a pop, assume that parameters such as rate of disease onset or rate of recovery are fixed

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5
Q

What is a stochastic model of infection

A

Allow for random variations in parameters

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6
Q

What are the three main considerations when constructing an infectious disease model

A

the natural history of infection
the accuracy and time period over which the model predictions are required
the research question

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7
Q

What is an example of an SI model

A

HIV

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8
Q

What is an example of an SIS model

A

Sexually transmitted diseases

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9
Q

What is an example of an SIR model

A

for immunising infections like chicken pox

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10
Q

What is an SEIR model

A

immunising infections with an added exposed/pre-infectious stage

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11
Q

What is an example of an SIRS model

A

pertussis and influenza, where changes in immunity may occur due to occurance of a new circulating strain

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12
Q

How can models be used

A

yeild predictions about spread of epidemic

plan health services (beds, drugs, prevention, mitigation, immunisation thresholds)

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13
Q

What is the difference between secondary attack rate and basic reproductive rate

A

Proportion of infected among those susceptibles in contact with primary case=secondary attack rate
basic reproductive rate= AVERAGE numberof successful trainsmission per infected person (secondary attack rate but applied to the general pop)

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14
Q

What does R0 have to be for infection to persist

A

more than 1

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15
Q

What happens to R0 when immunity is introduced into a pop

A

R0 should decrease and is termed Rn (net/effective)

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16
Q

What equation links Rn and R0

A

Rn=Ro x s ( proportion of susceptible pop)

17
Q

If Rn=1 ie. 1/R0 what would happen if s is less than

A

incidence will decrease

18
Q

If RN=1 what would happen is s is more than

A

incidence will increase

19
Q

What is the Herd immunity threshold

A

the proportion of population that needs to be immune for the infection to be stable
HIT =Rn-1/R0

20
Q

How can HIT be used to eradicate an infection

A

Proportion of immunsed pop must exceed the threshold