Randomized controlled trial: Difference between revisions
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"A clinical trial is defined as a prospective scientific experiment that involves human subjects in whom treatment is initiated for the evaluation of a therapeutic intervention. In a randomized controlled clinical trial, each patient is assigned to receive a specific treatment intervention by a chance mechanism."<ref name="pmid17339574">{{cite journal |author=Stanley K |title=Design of randomized controlled trials |journal=Circulation |volume=115 |issue=9 |pages=1164–9 |year=2007 |pmid=17339574 |doi=10.1161/CIRCULATIONAHA.105.594945}}</ref> The theory behind these trials is that the value of a treatment will be shown in an objective way, and, though usually unstated, there is an assumption that the results of the trial will be applicable to the care of patients who have the condition that was treated. | "A clinical trial is defined as a prospective scientific experiment that involves human subjects in whom treatment is initiated for the evaluation of a therapeutic intervention. In a randomized controlled clinical trial, each patient is assigned to receive a specific treatment intervention by a chance mechanism."<ref name="pmid17339574">{{cite journal |author=Stanley K |title=Design of randomized controlled trials |journal=Circulation |volume=115 |issue=9 |pages=1164–9 |year=2007 |pmid=17339574 |doi=10.1161/CIRCULATIONAHA.105.594945}}</ref> The theory behind these trials is that the value of a treatment will be shown in an objective way, and, though usually unstated, there is an assumption that the results of the trial will be applicable to the care of patients who have the condition that was treated. | ||
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Revision as of 05:44, 7 December 2007
"A clinical trial is defined as a prospective scientific experiment that involves human subjects in whom treatment is initiated for the evaluation of a therapeutic intervention. In a randomized controlled clinical trial, each patient is assigned to receive a specific treatment intervention by a chance mechanism."[1] The theory behind these trials is that the value of a treatment will be shown in an objective way, and, though usually unstated, there is an assumption that the results of the trial will be applicable to the care of patients who have the condition that was treated.
Variations in design
Cluster-randomized trials
In some settings, health care providers, or healthcare institutions should be randomized rather than randomizing the research subjects.[2] This should occur when the intervention targets the provider or institutions and thus the results from each subject are not truly independent, but will cluster within the health care provider or healthcare institution. Guidelines exist for conducting cluster randomised trials.[3]
Crossover trial
In crossover trials, patients start in intervention and controls, but later all patients switch groups.[4]
| Intervention A | |||
|---|---|---|---|
| Given | Not given | ||
| Intervention B | Given | Group 1 | Group 2 |
| Not given | Group 3 | Group 4 | |
Factorial design
A factorial design allows two interventions to be be studied with ability to measure the treatment effect of each intervention in isolation and in combination.
n of 1 trial
In a "n of 1" trial, a single patient randomly proceeds through multiple blinded crossover comparisons. This address the concerns that traditional randomized controlled trials may not generalize to a specific patient.[5]
Noninferiority and equivalence randomized trials
Noninferiority and equivalence randomized trial are difficult to execute well.[6] Guidelines exists for noninferiority and equivalence randomized trials.[7]
Ethical issues
Ethics in selection of the intervention for the control group
Comparing a new intervention to a placebo control may not be ethical when an accepted, effective treatment exists. In this case, the new intervention should be compared to the active control to establish whether the standard of care should change.[8] The observation that industry sponsored research may be more likely to conduct trials that have positive results suggest that industry is not picking the most appropriate comparison group.[9] However, it is possible that industry is better at predicting which new innovations are likely to be successful and discontinuing research for less promising interventions before the trial stage.
There are ethical concerns in comparing a surgical intervention to sham surgery; however, this has been done.[10][11] Guidelines by the American Medical Association address the use of placebo surgery.[12]
Ethics in randomization
Is it ethical to treat patients according to a randomization schedule? The answer is:sometimes, depending on the choice of treatments, the medical condition of the patient, and whether the patient has a choice in the matter. Take a university professor who has just received the devastating diagnosis of a malignant brain tumor. Let us say that this particular tumor is resistant to radiation treatment and has infiltrated too much of the brain to be surgically removed, the professor has a fatal disease. There is one drug (Drug A) that has shown a limited benefit in clinical practice to retarding the growth of this tumor, but there not only no known cure for the professor's condition, there is not even a truly effective treatment to slow the progression of the disease. There is a thoeretical reason to believe that Drug B may be curative-or at least helpful, and Drug B has been tested in animal studies that indicate it should be reasonably safe in humans. In this situation, asking the professor to participate in a trial of Drug A, versus Drug B, in which the choice will be according to a code generated by a computer program is not unethical, assuming that the professor understands and agrees. However, let's change the scenario. If there is a treatment that has some benefit, is it ethical then to ask for the professor's participation in this study? Let's go further, perhaps there is a treatment that has been reported to cure 10% of patients?
In most randomized trials, there is
External validation
References
- ↑ Stanley K (2007). "Design of randomized controlled trials". Circulation 115 (9): 1164–9. DOI:10.1161/CIRCULATIONAHA.105.594945. PMID 17339574. Research Blogging.
- ↑ Wears RL (2002). "Advanced statistics: statistical methods for analyzing cluster and cluster-randomized data". Academic emergency medicine : official journal of the Society for Academic Emergency Medicine 9 (4): 330–41. PMID 11927463. [e]
- ↑ Campbell MK, Elbourne DR, Altman DG (2004). "CONSORT statement: extension to cluster randomised trials". BMJ 328 (7441): 702–8. DOI:10.1136/bmj.328.7441.702. PMID 15031246. Research Blogging.
- ↑ Sibbald B, Roberts C (1998). "Understanding controlled trials. Crossover trials". BMJ 316 (7146): 1719. PMID 9614025. [e]
- ↑ Mahon J, Laupacis A, Donner A, Wood T (1996). "Randomised study of n of 1 trials versus standard practice". BMJ 312 (7038): 1069–74. PMID 8616414. [e]
- ↑ Kaul S, Diamond GA (2006). "Good enough: a primer on the analysis and interpretation of noninferiority trials". Ann. Intern. Med. 145 (1): 62–9. PMID 16818930. [e]
- ↑ Piaggio G, Elbourne DR, Altman DG, Pocock SJ, Evans SJ (2006). "Reporting of noninferiority and equivalence randomized trials: an extension of the CONSORT statement". JAMA 295 (10): 1152–60. DOI:10.1001/jama.295.10.1152. PMID 16522836. Research Blogging.
- ↑ Rothman KJ, Michels KB (1994). "The continuing unethical use of placebo controls". N. Engl. J. Med. 331 (6): 394–8. PMID 8028622. [e]
- ↑ Djulbegovic B, Lacevic M, Cantor A, et al (2000). "The uncertainty principle and industry-sponsored research". Lancet 356 (9230): 635–8. PMID 10968436. [e]
- ↑ Cobb LA, Thomas GI, Dillard DH, Merendino KA, Bruce RA: An evaluation of internal-mammary-artery ligation by a double-blind technique. N Engl J Med 1959;260:1115-1118.
- ↑ Moseley JB, O'Malley K, Petersen NJ, et al (2002). "A controlled trial of arthroscopic surgery for osteoarthritis of the knee". N. Engl. J. Med. 347 (2): 81–8. DOI:10.1056/NEJMoa013259. PMID 12110735. Research Blogging.
- ↑ Tenery R, Rakatansky H, Riddick FA, et al (2002). "Surgical "placebo" controls". Ann. Surg. 235 (2): 303–7. PMID 11807373. [e]