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N

Nominal Scale

(Last edited: Tuesday, 14 March 2017, 8:55 AM)

 

 

  • Classification scale; each person is assigned to one “type”
  • Type of data: categorical, qualitative, discrete
  • Example: blood type (A, B, 0), type of breath sound, type of arthritis, etc.

 


Normal Curve

(Last edited: Tuesday, 14 March 2017, 8:55 AM)

Normal Curve

 


Normal Distribution

(Last edited: Tuesday, 14 March 2017, 8:55 AM)
  • Data that is symmetrically distributed around a mean value
  • Description of distribution via mean and standard deviation

Null Hypothesis (H0 or Ho)

(Last edited: Tuesday, 14 March 2017, 8:55 AM)

 

 

  • Statistical hypothesis
  • The population parameter is equal to the claimed value

Number Needed to Treat (NNT)

(Last edited: Tuesday, 14 March 2017, 8:55 AM)

 

 

  • The number of patients that need to be treated before one person would experience the desired outcome
  • Number needed to treat to benefit: number of patients that need to be treated before one person would experience a beneficial outcome
  • Example: NNT= 20: this means that 20 people need to be given a stroke prevention drug before one stroke can be prevented
  • Number needed to treat to harm: number of patients that need to be treated before one person would experience a harmful outcome
  • Example: NNT= 40: this means that 40 people can be treated with cardiac surgery before one person dies 

O

Objectivity

(Last edited: Tuesday, 14 March 2017, 8:55 AM)
  • Data collection method which will always come to the same result
  • Example:

Interviewer A asks question to Patient X

Interviewer B asks question to Patient X

→ Both answers will be the same (answer should be independent from the interviewer)


Odds Ratio (OR)

(Last edited: Tuesday, 14 March 2017, 8:55 AM)
  • Chance of an event occurring; this is calculated by taking the number of individuals in the sample who experience the event divided by the number of individuals for whom the event did not occur
  • Mainly used in case-control studies
  • Small risk → Odds Ratio ~ Relative Risk
  • Ranges:
    1. OR> 1.0 – exposure may increase the odds of a disease
    2. OR> 1.0 – exposure does not affect the odds of outcome
    3. OR< 1.0 – exposure may decrease the odds of a disease
  • Example: OR= 3.7 for likelihood to die from a new antihypertensive drug as compared to an existing drug

→ Patients who received the new antihypertensive drug die 3.7 times more often than patients who received an existing drug.

→ The odds to die with the new antihypertensive drug is 3.7 times higher than with the existing drug.

Further information: Explaining Odds Ratios


Ordinal Scale

(Last edited: Tuesday, 14 March 2017, 8:55 AM)
  • Ranking scale; no known interval
  • Type of data: categorical, semi-quantitative (= quantitative but open to individual interpretation), discrete
  • Example: pain levels, joint laxity grades, Manual Muscle Testing grades, level of assistance

 


P

Percentile

(Last edited: Tuesday, 14 March 2017, 8:55 AM)
  • Value that a certain percentage of data falls below
  • Example: 

50th percentile= 50% of all values in a distribution fall below this score

 


PICO

(Last edited: Tuesday, 14 March 2017, 8:55 AM)

 

P=       Population

I=        Intervention (or diagnosis, prognosis) being evaluated

C=       Comparison (usually to gold standard or no treatment)

O=       Outcome

Example:

Is physical activity at least twice a week for more than ten minutes as effective as the antihypertensive X in preventing high blood pressure in adults over 18 years?

P=       adults over 18 years

I=        physical activity at least twice a week for more than ten minutes

C=       antihypertensive X

O=       prevention of high blood pressure



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