New Generation Clinical Trials Could Save Time And Money, Improve Patient Care
Main Category: Pharma Industry / Biotech IndustryArticle Date: 07 Jan 2006 - 4:00 PDT
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As we enter the era of personalized medicine, it is time to take a fresh look at how we evaluate new medicines and treatments for cancer, according to Donald Berry, Ph.D., professor and chair of the Department of Biostatistics and Applied Mathematics at The University of Texas M. D. Anderson Cancer Center.
"We need to rethink how we design and conduct clinical trials in the United States," says Berry. "Our current system has served us well for the past 50 years, but the demands of 21st century medicine are beginning to put a strain on the current system, and we believe we have something to relieve that strain."
Berry outlines his approach to conducting clinical trials in the January 2006 issue of Nature Reviews Drug Discovery. In the article, he advocates turning the statistical method used to evaluate new drugs on its head. He states that the statistical method used nearly exclusively to design and monitor clinical trials today, a method called frequentist or Neyman-Pearson (for the statisticians who advocated its use), is so narrowly focused and rigorous in its requirements that it limits innovation and learning.
His solution, which he has advocated for more than 30 years, is to adopt a system called the Bayesian method, a statistical approach he says is more in line with how science works. He sites examples of Bayesian approaches being used routinely in physics, geology and other sciences. And he is putting his approach to the test at M. D. Anderson, where more than 100 cancer-related phase I and II clinical trials are being planned or carried out using the Bayesian approach. The main difference between the Bayesian approach and the frequentist approach to clinical trials has to do with how each method deals with uncertainty, an inescapable component of any clinical trial. Unlike frequentist methods, explains Berry, Bayesian methods assign anything unknown a probability using information from previous experiments. In other words, Bayesian methods make use of the results of previous experiments, whereas frequentist approaches assume we have no prior results.
"Using the Bayesian approach, it is natural to do continuous updating as information accrues," says Berry. "This characteristic makes it possible for us to build adaptive designs in clinical trials."
He argues that the Bayesian approach is better for doctors, patients who participate in clinical trials and for patients who are waiting for new treatments to become available.
"Doctors want to be able to design trials to look at multiple potential treatment combinations and use biomarkers to determine who is responding to what medication," says Berry. "At the end of the day, when they enroll the last patient in the study they want to be able to treat that patient optimally depending on the patient's disease characteristics. Using a Bayesian approach, the trial design exploits the results as the trial is ongoing and adapts based on these interim results. That kind of thing is an anathema in the standard approach."
However, Berry argues, such flexibility is crucial to clinical trials in the 21st century. "The advances of the 20th century have taught researchers that cancer is a diverse disease, and what works to treat one person's disease may not work for another," he says. "In order to have the kind of personalized medicine the 21st century will demand, it will be necessary to be more flexible in how we evaluate potential new treatments."
Of course, the most important factor in whether the Bayesian approach will gain acceptance in clinical trials reporting is whether the U. S. Food and Drug Administration will accept Bayesian approaches in making determination of safety and efficacy of new treatments. Berry says progress is being made both at pharmaceutical companies and at the FDA in bringing regulators up to speed on the Bayesian approach. "Our biggest challenge is to convince the regulators that we are not throwing the baby out with the bathwater by using a Bayesian approach," says Berry. "It is rigorous and we are not losing science by using it." For example, the FDA has approved the Bristol-Myers Squibb drug Pravigard Pac for prevention of secondary cardiac events based on data evaluated using the Bayesian approach.
In addition, Berry says, it is possible to reduce the exposure of patients in trials to ineffective therapy using the Bayesian approach.
For example, in adaptive clinical trials, if interim results indicate that patients with a certain genetic makeup respond better to a specific treatment, it is possible to recruit more of those patients to that arm of the study without compromising the overall conclusions. Moreover, using the Bayesian approach may make it possible to reduce the number of patients required for a trial by as much as 30 percent, thereby reducing the risk to patients and the cost and time required to develop therapeutic strategies.
Nancy Jensen
nwjensen@mdanderson.org
University of Texas M. D. Anderson Cancer Center
http://www.mdanderson.org
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More Accuracy in Testing with Bayesian Method
posted by Gregory D. Pawelski on 14 Jan 2006 at 2:08 pmThe Bayesian method is no stranger to the technology of Cell Culture Assay Testing (Chemosensitivity Testing). In fact, it is what gives credit to the accuracy of assay tests. The method has to do with "conditional probability." The probability that event E (an effect) and C (a cause) will both occur is the product of the event C occurring, times the conditional probability of an event E occuring (remember that in elementary statistics?). An example: The chances of being hit by a truck and bleeding to death is the product of the probability of being hit by a truck and the probability of bleeding to death if you get hit by a truck. Well, so what?
The Bayesian method turns this calculation around. That is, it tries to calulate the probability of C, given that E has occurred. Baye's Theorem is useful and reasonably well accepted for some applications such as testing whether the assumptions of probability are valid. For instance, if you flip 100 coins in the air at once, and only get tails 5 times, you have to assume that they aren't "fair" coins. The whole idea of it all, is to get more accuracy out of analysis.
The University of Texas M.D. Anderson Cancer Center is taking a fresh look at how to evaluate new medicines and treatments for cancer. Dr. Donald Berry, Ph.D., professor and chair of the Department of Biostatistics and Applied Mathematics says, "We need to rethink how we design and conduct clinical trials in the United States." He feels that we should turn the "statistical method" used to evaluate new drugs on its head, stating that it limits innovatlion and learning.
For more than 30 years, he has been advocting the adoption of the Bayesian method because it is more in line with how science works. A recent press release from the institution states that he is putting his approach to the test with more than 100 cancer-related phase I and II clincial trials being planned or carried out using the Bayesian approach.
Clinical trials test the efficacy (not the accuracy) of a drug. The efficacy of a drug is to produce a desired effect, which is tumor response. Single arm clinical trials provide the tumor response evidence that is the basis for approving new cancer drugs. The randomized, controlled clinical trial may likely remain the standard for evidence of clinical decision-making in cancer medicine, however, the Bayesian methology can bring some much-needed "accuracy" to the forefront.
Clearly, more effective cancer therapies are desperately needed, and after 30 years of investigation aimed at intensified multi-agent chemotherapy, we should look for other avenues of study. In an era of ever-increasing numbers of partially effective cancer therapeutics, there is an obvious need for more accurate methologies.
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