Biostats Flashcards

1
Q

What is sensitivity?

A

(TP/All the people with disease) = TP/(TP+FN)

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2
Q

What is specificity?

A

(TN/All the well people) = TN/(TN+FP)

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2
Q
  1. What is the Positive Predictive Value?

What is its relation to Prevalence?

What is its relation to Specificity?

A
  1. The proportion of people who test positive who actually have the disease.
    TP/ All the people with a positive test result =
    TP/(TP +FP.)
  2. As Prevalence increases the PPV increases and as Prevalence decreases the PPV decreases.
  3. The more specific a test is a catching all the people without the disease the higher the PPV.
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3
Q
  1. What is Negative Predictive Value? 2.
A
  1. The proportion of people who test negative who actually are healthy/dont have the disease.

TN/ All the people with a negative test results

TN/(TN+FN.)

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4
Q

This study is a brief objective report of clinical characteristic outcome from a single clinical subject or event.

A

Case report (One man with TB)

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5
Q

This study takes a sample of patients from one point in time to help determine the prevalence.

A

Cross-sectional study (looks at one point in time)

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6
Q

This involves many subjects/patients that already have the disease and this allows us to study the history of the disease and its manifestations.

A

Case Series Report (Many patients with TB)

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7
Q

This study identifies a group of people with the disease and compares them with a comparison group without the disease.

A

Case-Control study. (Always retrospective) Can go back in time and identify the risk factors and determine these Odds ratio (looks at the increased odds of getting the disease with the exposure vs getting the disease without the exposure.

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8
Q

This study shows a population group is idenitified who has been exposed to risk factor is followed over time and compared with a group not exposed to the risk factor group. Outcome is disease incidence in each group.

A

Cohort Study. Watch the group as they develop the disease. (Prospective study.)

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9
Q

“How much more likely is the exposed person going to get the disease compared to the nonexposed. This is?

A

Relative risk. Incidence rate of exposed / the incidence rate of nonexposed group. Used in Cohort study where you can get incidence.

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10
Q

Name the experiemental study: Experiment in which the unit of allocation to receive a preventive or therapeutic regimen is an entire community or political subdivision.

A

Community Trial.

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11
Q

Name the experiemental study: For ethical reasons, no group involved can remain untreated. Al subjects receive intervention but at different times.

A

Crossover study.

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13
Q

Name the bias: Sample not representative

A

Selection bias. Need to random, independent samples.

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13
Q

Name the bias: Gathering information distorts it

A

Measurement bias. Measuring patients satisfaction with their respective physcians by using leading questions ie “You dont like your doctor do you?” Associated with Hawthrone effect (Behavior is altered because they are being studied.) Need a control goup/placebos group.

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14
Q

Name the bias: Researcher’s beliefs affect outcome

A

Experimenter expectancy bias. Need to do double blind designs.

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15
Q

Name the bias: Early detection confused with increased survival

A

Lead time bias. This is associated with benefits of screening ie early breast cancer detection prevents development of cancer. Need to measure the “back end: survival.

16
Q

Name the bias: Subjects cannot remember accurately

A

Recall bias. This associated with retrospective studies when you have to go back in time a remember a risk. Need to confirm information with others to avoid this.

17
Q

Name the bias: Unanticipated factors

A

Confounding obscure results bias. Associated with Hidden factors affecting results. Need to do multiple studies and have a good research design.

19
Q

Absolute Risk

A

The absolute difference in rates

Experimental group events - Control group events

ARR = EER-CEF

20
Q

Relative Risk

A

RRR = (EER - CER)/ CER

21
Q

Odds ratio

A

AD/BC

23
Q
  1. Number Needed to Treat

2. Number Needed to Harm

A
  1. Number of patient needed to receive a treatment for one additional patient to benefit

NNT = 1/ARR

  1. Number of patients needed to receive a treatment for one additional patient to be harmed

NNH = 1/ARR

24
Q

Failure to reject null hypothesis when it actually is false?

A

Type 2 II Error

25
Q

Rejecting the null hypothesis when it actually is true?

A

Type I Error

26
Q

The probability of an event occurring in a group during a specified time period?

A

AR= Patients with Event in group/ Total Patients in group

27
Q

What does it mean when the confidence interval is 1?

A

No risk or benefit exist.

28
Q
  1. LR +

2. LR

A

The measure of the odds of having a disease independent of the disease prevalence.

LR + = Sensitivity/ (1-Specificity)

LR - = (1- Sensitivity)/ Specificity

29
Q

The ratio of the probability of developing a disease with ar risk factor present to the probability of developing the disease without the risk factor present?

A

RR = EER/ CER