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Clinical Research: Basic Statistics and Appraising the Literature

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... mm/Hg. 132 mm/Hg. Average= 136 mm/Hg. 132 mm/Hg. Statistical Testing: ... 136 mm/Hg. Statistical Testing. Observed effect (what we see) ... CS, Wells GA. ... – PowerPoint PPT presentation

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Title: Clinical Research: Basic Statistics and Appraising the Literature


1
Clinical ResearchBasic Statistics and
Appraising the Literature
2
Epidemiology and Biostatistics
Epidemiology Study design and interpretation
Biostatistics Methods for analysis
3
Importance of Understanding Basic Statistics in
Medicine
  • Research
  • Design Studies
  • Plan Analyses
  • Data Interpretation
  • Clinical Medicine
  • Understanding the Literature
  • Evidence-based practice

4
Learning the Language
  • Sampling
  • Variable types
  • Determine analysis method(s)
  • Continuous
  • Categorical (nominal, ordinal)
  • Independent vs. Correlated Data
  • Parametric vs. Non-parametric

5
Sampling Is the study group representative?
CAD caseControl Study n328/group Non-diabetic Mi
ddle-aged Italian Men
Colomba F et al. ATVB 2005 25 1032
6
Sampling Is the study group representative?
Dallas Heart Study Probability-based
sample Over-sampling Minorities
7
Statistical Testing Principles
Question Is blood pressure associated with
stroke?
Study 1
Study 2
Average 136 mm/Hg
Average 136 mm/Hg
Stroke
132 mm/Hg
132 mm/Hg
No Stroke
8
Statistical Testing Principles
Question Is blood pressure associated with
stroke?
Study 1
Study 2
Average 136 mm/Hg
Average 136 mm/Hg
Stroke
132 mm/Hg
132 mm/Hg
No Stroke
9
Statistical Testing
Observed effect (what we see) Expected (under
null)
Test Statistic

Variability of the data
Use test statistic to generate a p-value
10
Learning the Language
  • Sampling
  • Variable types
  • Determine analysis method(s)
  • Continuous
  • Categorical (nominal, ordinal)
  • Independent vs. Correlated Data
  • Parametric vs. Non-parametric

11
Categorical Data
  • Data where the results are in categories of some
    qualitative trait (yes/no)
  • Can be nominal or ordinal

12
Nominal v. Ordinal
  • Nominal data (no order to the categories)
  • Smoking status (smoker, non-smoker)
  • Hair color (blonde, red, black)
  • Race (black, white, hispanic, other)
  • Ordinal data (order to categories)
  • Med school year (1st, 2nd, 3rd, 4th)
  • Heart failure class (NYHA 1, 2, 3, or 4)

13
Continuous Data
  • Data that are quantitative and measured
  • (can perform arithmetic on)
  • (can be divided into smaller values)
  • Blood pressure
  • Age
  • Cholesterol levels

14
Variable Types Ordinal, Numerical and Categorical
Svensson AM, et al. Eur Heart J 2005 26 1255
15
Learning the Language
  • Sampling
  • Variable types
  • Determine anlaysis method(s)
  • Continuous
  • Categorical (nominal, ordinal)
  • Independent vs. Correlated Data
  • Parametric vs. Non-parametric

16
Data from Independent Samples
3 ?g IP day-1
15 ?g IP day-1
20 ?g IP day-1
40 ?g IP day-1
Diabetic ApoE null mice
Control ApoE null mice
Park L et al. Nat Med 41025
17
Data from Repeated Measures Correlated Data
Control
GIK
2.5
2.5
2
2
1.5
1.5
1
1
0.5
0.5
0
0
Baseline 24 Hours
Baseline 24 Hours
Addo T, et al. Am J Cardiol 2004 94 1288
18
Learning the Language
  • Sampling
  • Variable types
  • Determine anlaysis method(s)
  • Continuous
  • Categorical (nominal, ordinal)
  • Independent vs. Correlated Data
  • Parametric vs. Non-parametric

19
Parametric (Gaussian) Distribution
20
Skewed Data
21
Statistical Tests What Type of Data?
22
Power and Sample Size
23
Power What is it
  • Power (1-?)
  • The probability of rejecting the null hypothesis
    when it is false
  • English the probability of detecting a true
    association between an exposure and an outcome
    when there is one

24
Sample Size and Power The assumptions
  • Sample size
  • To determine sample size, enter three parameters
  • Power (80 or 90)
  • Effect size
  • Control value and variance, or event rate
  • dependent on parameter of interest
  • best to have pilot data
  • Significance level (?) (0.05)
  • 1-tailed or 2-tailed testing
  • (Confounders)
  • Non-compliance, Cross-overs (Drop Ins/Outs), Lost
    to follow up

25
Standards for Effect Size
  • Small 20
  • Medium 50
  • Large 80
  • only rough guidelines
  • Small, medium and large are subject dependent

26
Adequacy of Sample Size Matters
27
Effect of trial size on results 24 trials of
?-blockade vs. Placebo
28
Ways to Reduce Required Sample Size
  • Higher Event Rate
  • High risk populations
  • Composite Endpoints
  • Larger Effect Size
  • Lower power
  • Larger ?
  • 1-tailed or 2
  • Change analysis type
  • Time dependent

29
Sample size planning
  • How much money do you have?
  • How much time to you have?
  • How many patients/subjects can you expect to
    reasonably get?
  • What sample size and study design can I afford?

30
The words to use to describe this
  • The study was designed to have gt80 power to
    detect an effect size of gt20 with a 2-tailed
    significance level of 0.05, with a planned sample
    size of 400 participants in each group.

31
Suggested Reading
  • Reference texts
  • Dawson-Saunders B, Trapp RG. Basic and Clinical
    Biostatistics, Appleton and Lange, Norwalk, CT,
    2nd Edition, 1994.
  • Sackett DL. Clinical Epidemiology a basic
    science for clinical medicine. Little Brown,
    Boston, MA, 2nd Edition, 1991.
  • Selected papers
  • Bias
  • Sackett DL. Bias in analytic research. J Chron
    Dis 1979 3251-63
  • Power
  • Moher D, Dulberg CS, Wells GA. Statistical power,
    sample size, and their reporting in randomized
    controlled trials. JAMA 1994 272 122-4.
  • Subgroup analyses
  • Assmann SF, Pocock SJ, Enos LE, Kasten LE.
    Subgroup analysis and other (mis)use of baseline
    data in clinical trials. Lancet 2000 355
    1064-1069.
  • Yusuf S, Wittes J, Probstfield J, Tyroler HA.
    Analysis and interpretation of treatment effects
    in subgroups of patients in randomized clinical
    trials. JAMA 1991 266 93-98.
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