Diagnostics 1&3 Flashcards

1
Q

Definition of a diagnostic

A

A characteristic of an illness or phenomenon (e.g symptoms, signs and biomarkers)

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2
Q

Why do we do tests?

A

To include or exclude disease, support management, prognosis, monitoring or measure of general health

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3
Q

5 approaches to defining normality

A

Statistical/Gaussian normality, percentile, risk factor, diagnostic, therapeutic

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4
Q

What is Gaussian distribution?

A

Normal distribution - defining normality by proximity to the mean in the population (bell curve)

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5
Q

Percentiles

A

Defining normality by proximity to the median - useful if mean is effected by data skew

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6
Q

Defining normal by diagnosis

A

Comparing values found in healthy to those found in disease -often overlap though and often levels often raised in sick people without the disease

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7
Q

100% sensitivity cut off

A

Positive result in all cases of disease (can get false positives)

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8
Q

100% specificity cut off

A

Negative in all those without disease (can get false negatives)

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9
Q

Compromise cut off

A

Minimising false positives and negatives

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10
Q

Defining normal by therapeutic benefit

A

Normal if no benefit from treatment - must also consider harm of treatment so look at net benefit - useful if immediate treatment not necessary

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11
Q

What is D-Dimer?

A

Small protein fragment found i blood after a clot. Degradation product of fibrin not found in normal blood

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12
Q

Examples of gold standard tests

A

Histology, imaging and genetics

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13
Q

Problems with histology

A

Interpretation and observer bias

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14
Q

Problems with imaging

A

Interpretation, observer bias and incidental findings

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15
Q

Problems with genetic tests

A

Normal variation, variable penetration and phenocopy (Other genes can cause same phenotype)

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16
Q

True positive rate (sensitivity) formula

A

TP/(TP+FN)

17
Q

True negative rate (specificity) formula

A

TN/(TN+FP)

18
Q

What is positive predictive value?

A

How likely they are to have the disease if they get a positive result

19
Q

Positive predictive value formula

A

TP/(TP+FN)

20
Q

What is negative predictive value?

A

Chance of not having the disease if they get a negative result

21
Q

Negative predictive value formula

A

TN/(TN+FN)

22
Q

Best measure of test peformance

A

Likelihood ratios

23
Q

What is positive likelihood ratio? Normal cut off?

A

Likelihood of a positive result occurring in disease vs no disease. Normal cut off is 10

24
Q

Positive likelihood ratio formula

A

sensitivity/(1-specificity)

25
What is negative likelihood ratio? Normal cut off?
The likelihood of a negative result occurring in disease vs no disease. Less than 0.1 is a good test
26
What is an odds ratio in a binary test? Cut offs? Formula?
Odds that a positive result is due to disease vs no disease. 1=useless, more than 1 is useful (TP/FN)/(FP/TN)
27
Receiver operating curves - axis? grandient?
y=sensitivity x=1-specificity - gradient is therefore the positive likelihood ratio at that cut off
28
Roc area =?
Discriminatory power of test
29
How do you determine best cut off from roc curve?
Apex of graph
30
Generic likelihood ratio formula
probability of finding in disease/probability of finding in healthy
31
Bayes theorem
The pre-test probability must be considered alongside the test results to calculate the post test probability
32
Clinical gestalt
Seeing the patient as a whole and using your experience and intuition
33
Does a test have more or less effect on post test probability if pre-test probability is high/low or uncertain?
Uncertain
34
What is the pre-test probability in rare diseases?
Always very low - eg phaeo still being very unlikely even after positive plasma metanephrites
35
Do likelihood ratios apply to apply populations and clinical settings?
No they must be applied to appropriate clinical settings and populations