Introduction to Epidemiology Flashcards

1
Q

Matching?

A

restricts enrollment within comparison group: subjects in comparison are chosen so they have same distributiaton of matching factor in index group

een van drie manieren voor voorkomen confounding (randomization, restriciton).

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2
Q

implication matching :

1) cohort oz
2) CC oz

A

1) unexposed have same distribution as exposed (matching factor geen cf-er meer).
2) controls same distribution of maching factor as cases). NB!! matching alleen niet genoeg, ook matching in analyse toepassen.

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3
Q

doel matching

A

1) avoid confouding

2) improve efficiency of analyses (minder pt nodig).

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4
Q

matching in cohort oz op geslacht

A

1) for elke E+ man, zoek een E- man
2) for elke E+ Vrouw zoek een E- vrouw.
3) result: distributie gelijk in E+ en E- groep
4) . kan individueel (one-to-one) als frequency matching.

RR crude = RR adjusted!

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5
Q

matching CC op geslacht

A

1: for elke Case man, vind controle die man is.
2: for each case that is female, find controle who is female
3: same sex distribution in case and control

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6
Q

matching in CC oz: hoe kan na matching sex nogsteeds cf zijn?

A

controls not sampled independently of exposure (selection bias).

Dus: corrigeren in analyse op matching factor.

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7
Q

ratio matchen in CC onderzoek:

A

improves efficiency of stratified analyses (je heb tiig zowel cases als controls within strata of matching facotr).

vb: prostaat kanker oz, zorgt age matching dat je voldoende controls hebt, omdat cases waarschijnlijk ouder zijn

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8
Q

Overmatching

A

kan bias veroorzaken of study minder efficient.

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9
Q

Defintion effect modification (ookwel INTERACTIE in statistiek)

A

Exposure has differente effect on outcome in differen tgroups of subjection

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10
Q

effect mod & effect measure

A

Afhankelijk welke effect measure je neemt is er wel of geen effect modification (bv risk difference vs risk ratio).

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11
Q

detection of effect mod: (3)

A
  • most studies underpowered
  • must distuingish from other reasons (bias, cf by other factors, chance)
  • need for clinical or biologic rationale
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12
Q

Ruling out chance variation 2:

A

(1) test of homogeneity (breslow-day test, regressie)

(2) Examine stratum-specific confidence intervals:

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13
Q

Rapporteren bij effect modificatie:

A
  • per stratum specific result (best option
  • weighted average of stratum specific estimates (Mantel-Haensze; or regression
  • standadization (average effect of exposure in a standard population.
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14
Q

Standardiseren in 3 stappen

A

1: select standard population
2: stratifcy by confounder (age)
3: calculate risks of outcome within levels of confounder for EXPOSED AND UNEXPOSED

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15
Q

Standardization: wat voor populatie?

A

1: internanl population (full dataset)
2: external population: take common set of rates and apply to popultion to be standardized.

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16
Q

Redenen voor regressie in epidemiologie?

A

To control for confounding

to predict outcomes

17
Q

Motivatie propensity score analysis

A

1: control for large number of confounder (combine individual confounders ito a summary score (propensity score)

18
Q

propensity score =

A

probability of receiving the treatment as a function of the confoudners.

19
Q

3 steps in propensity score analysis:

A

Estimate propensity score using logistic regression (P(prob o receiving treatment)

2: use PS to balance observed covariates
3: estimate differnece in outcomes between treatment groups.

20
Q

Sensitiviteit

Specificiteit

A

sens: P(Test+|D+) true positive rate : a/ a+c (verticaal)
spec: P(T-/D-) = 1 - false positive rate

b / b+d

21
Q

Pos pred val:

Neg pred val:

A

P(Disease+| T +)
a/ a+b (horizontaal)

P(D- | T -): d / a+b

22
Q

Wat is afhankelijk van prevalentie van ziekte?

A

PREDICTIVE VALUES!

prevalentie = D+ / Dtot

23
Q

diagnostic tests vs clincal predication rules:

A

Diagnostic tests predict: currect state of health

Clinical predication rules predict FUTUre state of health.

24
Q

Performance measures: discrimination

A

Disc: ability to separaate subjects in different outcome states
ROC CURVES / classification tables:

25
Q

ROC curve

ideal curve

C statistic?

A

Plots sens (true positve rate) vs 1-spec (false postive rate).

ideaal: punt in li boven hoek (area close to 1.0

AUC (C-statistic) = probability that prediciteve vlaue for a subject with outcome is > than predicited value for a subject without outcome.

26
Q

Callibration:

A

Pertains to agreement between est risk and actual outcome.

27
Q

Method of assessment: resubstitution

testing set

resampling methods:

A

use same data to build model and evaluate its performance ( cave: overtraining!)

2: splitsen training en validatie set

bootstrapping / crsoov validation

28
Q

bootstrapping:

A

resampling with replacement as many times as individuals in original data.

Build model on bootstrap sample (training set).

evaluate performance onf original set (testing set)

29
Q

cross validation

A

Divide orginal data in 10 disjoint parts

Each part used as testing set for model for remaining 90%

Average performance of 10 models on 10 testing sets:
u

Use this average as estimate of performance