Clinical trials design 1 Flashcards

1
Q

The ideal clinical trial:

A

Determines the safety and efficacy of a new drug in humans

• Clinically meaningful
– Represents a meaningful advance in healthcare/ patient outcomes (changes survival or symptoms not just biomarker)
• Reliable
– Results can be trusted, reproducible if trial is repeated
• Valid
– Internal – observed differences can be correctly attributed to the intervention - the extent to which the observed results represent the truth in the population we are studying and, thus, are not due to methodological errors
– External – trial results can be generalized to the real-world population

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2
Q

Clinical trial design

A

clinically meaningul
reliability
internal validity
external validity

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3
Q

Clinically-meaningful

A

Research question, primary outcome measure

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4
Q

Reliability

A

Study design, conduct, standard operating procedures, measurement techniques

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5
Q

Internal validity

A

– Bias/systematic errors
– Confounding
– Random error

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6
Q

External validity

A

Participant diversity – inclusion and exclusion criteria

– Intervention – feasibility (in routine practice), acceptability (to patients and practitioners

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7
Q

Superiority trials

A

– Test whether new drug is better than comparator e.g. placebo or current best treatment

Most clinical trials
– Treatment advance, comparison with placebo or existing best practice

null hypothesis - treatment is not better or same as comparator

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8
Q

Equivalence trials

A

Test whether a new drug is the same as an existing treatment
• Clinical equivalence – clinical outcomes
• Bioequivalence – PK parameters e.g. blood concentration or receptor occupancy

Treatment change, comparison with original e.g.
• Change in drug delivery or manufacture e.g. modified release, new delivery method
• Generic drugs or biosimilars

null hypothesis - treatment is not similar to comparator

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9
Q

• Non-inferiority trials

A

null hypothesis - treatment is worse than comparator

Test whether a new treatment is no worse than an existing treatment

compare new drugs to current effective treatments

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10
Q

one sides test

A

tests for the possibilty of a relationship in ONE direction
provides more power to detect an effect
risk of missing an effecr in other direction

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11
Q

Two sided test

A

tests for the possibility of a relationship in both directions

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12
Q

1 sided or 2 sided?

A

superiority and equivalence 2 sided test

non inferiority 1 sided

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13
Q

Bias

A

Systematic distortion of the results of a clinical study away from the truth
– Caused by inadequacies in design, conduct or analysis of the trial or publication of its results
– Reduces validity of study results

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14
Q

selection bias

A

systematic differce in way subjects are erolled/treatments allocated

can be controlled]by randomisation
or concealment of treatment allocation

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15
Q

bias in study management

A

treatment groups are not handled equally

controlled by standardisation of study procedures

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16
Q

observer bias

A

participants/investigators influences by knowledge of assigned drug

controlled by blinding

17
Q

introduced by exclusionsa fter randomisation

A

missing data due to participant dropouts

controlled by analysis design

18
Q

publication bias

A

positive trial outcomes more likely to be published

controlled by trial registration

19
Q

types of bias

A
selection
bias in study management 
observer bias
introduced by exclusions after randomisation
publicaiton bias
20
Q

Intention to treat vs per protocol analysis

A
ITT: Preserves randomisation
minimises bias 
deals with dropouts
mirrors real life
practical
might miss a real effect 

Per protocol
determines maximum potential effectiveness of treatment
dont have to worry about drop outs

21
Q

missing data

A

missing data: patients miss visit or outcomes not measured

22
Q

types of missing data

A

missing completely at random (maybe questionnaire got lost - nothing to do with person)
missing at random (to do with the person)
missing not at random (due to drop outs)

23
Q

impact of missing data

A

loss of power

introduction of bias

24
Q

Options fo handling missing data

A

analyse complete cases only
PRO - if data are missing at random analysis can be unbiased
CON - introduces bias if missing data are non-random
loss of power

analyse all available data
pros - more power can produce unbiased analysis

last obervsation carried forward
pro - simple and easy to implement
cons - assumption that measurement stay the same is flawed - severe bias

multiple imputation
missing data replaced by value predicted form statistical model
pro - ubiased if appropriate model used

25
Q

Confounder

A

predicts the outcome and is associated with treatment but is NOT a consequence of the treatment

26
Q

Minimising confounders

A

Randomisation
– Everyone has an equal chance of being allocated to each group
• Balances confounders between groups

• Stratification
– Randomisation is within subgroups of key confounders
• Increases balance of key confounders between groups

• Minimisation
– Dynamic method that assigns participants to treatment groups in an order that
minimises overall imbalance between groups for a number of selected
confounding factors

27
Q

Random error

A

Even studies with ideal study design, conducted to minimise bias and confounding can still give a result due to random error rather than a treatment effect

– Type 1 error
• Rejecting the null hypothesis when it is true, false positive result
– Type 2 error
• Failing to reject the null hypothesis when it is false, false negative result

28
Q

Sample

A

a set of observations from population

29
Q

population

A

complete set of possible observations

30
Q

Sample size

A

Number of people to be enrolled in the trial or study

• Optimal sample size for clinical studies:

– Big enough to:
• Minimise type 2 error
• Represent the population – so results are generalisable

– Small enough to:
• Be feasible and achievable
• Minimise risk to participants, cost and waste

• Needs to be specified in the clinical trial protocol BEFORE the study starts
– Reduces bias in analysis and interpreting results
• e.g. bias of stopping study when p<0.05 has been reached!!

31
Q

Factors determining the sample size

A

Expected measure of the primary outcome and variance in control group
2. Smallest treatment effect or benefit we are trying to detect
3. The significance level at which we will reject the null hypothesis
4. The study power with which we will find a significant difference if it
exists
5. The design of the study
– Parallel group, cross-over etc
– Superiority, equivalence, non-inferiority
6. The expected dropout rate of participants in the study

32
Q

primary outcome measure

A
  • Most important study outcome, addresses main aim of the study
  • Used to decide on overall result of study/support regulatory action
  • Selection is a balance between what is most important and what is most likely to demonstrate a change/benefit

• Using a primary outcome measure reduces risk of error
– Outcome of study determined by single analysis
• Reduces the risk of type 1 error from multiple comparisons
– Primary outcome used to estimate sample size
• Reduces the risk of type 2 error from too small study

33
Q

Type 1 error

A

rejecteing null hypothesis when it is correct
false positive
alpha set to 0.05

34
Q

type 2 error

A
failing to reject null hypothesis when it is false
set by b 20% (0.2)
study power (ability to find a significant result is one exists) is 100-b so 80%
35
Q

Sample size - other things to consider

A
Ethical implications
• Resources e.g.
– Patients
– Investigators
– Centres
• Time
• Costs