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Screening for Disease Stanley H. Weiss, MD, FACP, FACE Professor of Medicine at Rutgers New Jersey Medical School Professor of Epidemiology at Rutgers.

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Presentation on theme: "Screening for Disease Stanley H. Weiss, MD, FACP, FACE Professor of Medicine at Rutgers New Jersey Medical School Professor of Epidemiology at Rutgers."— Presentation transcript:

1 Screening for Disease Stanley H. Weiss, MD, FACP, FACE Professor of Medicine at Rutgers New Jersey Medical School Professor of Epidemiology at Rutgers School of Public Health PI & Director, Essex-Passaic Wellness Coalition Immediate Past Chair, International Joint Policy Committee of the Societies of Epidemiology Cancer Liaison Physician and Oncology Committee Vice-chair, University Hospital, Newark, NJ Executive Board, New Jersey Public Health Association

2 Due Diligence In medicine as in life, it is essential to critically assess what you are told. Statements that on their face may seem reasonable, and indeed even may be true, can be misleading… Those who know me, are well aware that I am quite allergic to furry animals. This led to a problem with having pets in our home, despite my wife and children being animal lovers. As a child, my daughter was very much in love with the following wonderful and adorable creature, to which I have never demonstrated any allergic reaction… Occasionally screening is definitive; e.g., when testing neonates for PKU [Is this correct? – DMR]

3 (Image of unicorns deleted due to copyright.)
So, let me re-state this quite plainly: A live unicorn has never led me to sneeze. I think we can all concur on the (likely) truth of this statement. (Image of unicorns deleted due to copyright.)

4 Why not just test/screen everyone for everything?
The test must provide useful information, that is actionable. Harm may be caused, not just benefit. There are costs, even for something that appears trivial. Society makes decisions on resource allocation. Individuals may have different preferences, and come to different conclusions – esp. wrt what is worthwhile for them (such as when they must pay out-of-pocket for non-covered tests). Thus, today we’ll review these issues, one by one, to see how they relate to medical screening.

5 (Cartoon showing inappropriate method deleted due to copyright.)
Most office visits include testing for temperature – with a thermometer. Thermometers vary in range and accuracy. There are also inappropriate methods. (Cartoon showing inappropriate method deleted due to copyright.)

6 What is screening? Screening is a test for likely presence of a disease in asymptomatic persons that can be applied to a large population. Likely presence — Screening is usually not definitive; suspicious or “positive” results must be examined further. Asymptomatic — If someone has signs or symptoms of a disease, testing for that disease is diagnosis, not screening. Large population — Assessment of the usefulness of a screening test depends on its being applied on a population basis. Occasionally screening is definitive; e.g., when testing neonates for PKU [Is this correct? – DMR]

7 It is TESTING, not screening…
When there is any of the following: History of family disease so that the individual is no longer “representative” of the general population or the “to be screened” population. Examples: Parent with known genetic mutation that predisposes to the disease (e.g., BRCA1 or BRCA2); Other significant family history. The testing is DIAGNOSTIC, not screening, when a patient has: Symptoms or Signs.

8 Some Possible Problems with Screening
A negative screening test is sometimes wrong, called a “false negative.” If it is relied upon, disease may be missed by the physician and patient being lulled by the result. A positive test may require follow-ups by expensive and/or invasive tests that can cause harm – including iatrogenic harm in those without the disease/condition.

9 Flow diagram for a mass screening test
(Image deleted due to copyright.) From Mausner JS & Kramer S, Mausner & Bahn: Epidemiology—An Introductory Text, Second Edition (Philadelphia: W. B. Saunders Company), 1985, Figure 9-2, p. 216.

10 Examples Congenital metabolic diseases of the newborn (e.g., phenylketonuria) Blood pressure Cholesterol Colorectal cancer Diabetes Breast cancer (mammograms) Cervical cancer (Pap smears, HPV) Prostate cancer Sexually transmitted infections

11 Some definitions Positive test result — result of a screening test that indicates that the patient is likely to have the disease. Negative test result — result of a screening test that indicates that the patient is not likely to have the disease. False negative test result — an (erroneous) negative test result in a patient who really does have the disease. False positive result — an (erroneous) positive test result in a patient who really does not have the disease. Should we discuss number needed to screen (NNS) or number needed to invite to be screened (NNI) per death prevented as additional measures?

12 Validity of screening tests — Characteristics of the test only (irrespective of the population)
Sensitivity = ability of a test to correctly identify those who have disease Sensitivity= A/(A+C) Specificity = ability of a test to correctly identify those who do not have disease Specificity=D/(D+B) These are inherent characteristics of the test, not influenced by prevalence of the disease. But these values may differ for special populations

13 Sensitivity & specificity both matter
A perfectly sensitive test for prostate cancer: A man walks into the office. If he is always told (without any examination or questioning) that he has prostate cancer: What’s the sensitivity? 100% What’s the specificity? 0% How useful is this? NOT AT ALL! When just title is showing, ask audience what would be an example of a perfectly sensitive test — never a false negative! If no answers, prompt at “A perfectly sensitive test for prostate cancer.”

14 Validity of screening tests — How the tests operate in a given population
Positive predictive value (PPV) - probability that a patient with a positive test result actually has the disease PPV= A/(A+B) Negative predictive value (NPV) - probability that a person with a negative test result is truly free of disease NPV=D/(D+C) PPV and NPV are influenced by prevalence of disease, including special characteristics of the group (or person) being tested.

15 THESE SAME PRINCIPLES APPLY TO ALL TYPES OF TESTING OR EVALUATION, NOT JUST IN THE SCREENING SITUATION Quick examples If the person being screened is from a very low-risk population, Positive PV likely low, But Negative PV likely high. If the person is from a very high-risk population, it is the reverse: Positive PV likely high (confirming the pre-test impression); Negative PV may be limited. “Slide A”

16 PPV & NPV can be much more meaningful than sensitivity and specificity
Suppose a test has 99% sensitivity and 99% specificity. Also suppose prevalence of asymptomatic disease in population is 0.1% (1 in 1,000). Consider a population of 100,000 individuals: Number with disease Number without disease Totals with and without each test result Number with positive test result Number with negative test result Totals with and without disease 100,000

17 PPV & NPV can be much more meaningful than sensitivity and specificity
[Suppose a test has 99% sensitivity and 99% specificity. Also suppose prevalence of asymptomatic disease in population is 0.1% (1 in 1,000).] Number with disease Number without disease Totals with and without each test result Number with positive test result Number with negative test result Totals with and without disease 100 99,900 100,000 Among these 100,000 persons, 100 (0.1%) will have the disease, and thus the remaining 99,900 (= 100,000 – 100) will not have the disease.

18 PPV & NPV can be much more meaningful than sensitivity and specificity
[Suppose a test has 99% sensitivity and 99% specificity. Also suppose prevalence of asymptomatic disease in population is 0.1% (1 in 1,000).] Number with disease Number without disease Totals with and without each test result Number with positive test result 99 Number with negative test result 1 Totals with and without disease 100 99,900 100,000 Because the test is 99% sensitive, 99 of the 100 with the disease will test positive, and 1 will test negative.

19 PPV & NPV can be much more meaningful than sensitivity and specificity
[Suppose a test has 99% sensitivity and 99% specificity. Also suppose prevalence of asymptomatic disease in population is 0.1% (1 in 1,000).] Number with disease Number without disease Totals with and without each test result Number with positive test result 99 999 Number with negative test result 1 98,901 Totals with and without disease 100 99,900 100,000 Because the test is 99% specific, 99% (98,901) of the 99,900 without the disease will test negative, and 1% (999) will test positive.

20 PPV & NPV can be much more meaningful than sensitivity and specificity
[Suppose a test has 99% sensitivity and 99% specificity. Also suppose prevalence of asymptomatic disease in population is 0.1% (1 in 1,000).] Number with disease Number without disease Totals with and without each test result Number with positive test result 99 999 1,098 Number with negative test result 1 98,901 98,902 Totals with and without disease 100 99,900 100,000 There are thus a total of 1,098 persons with positive test results and 98,902 with negative test results.

21 PPV & NPV can be much more meaningful than sensitivity and specificity
[Suppose a test has 99% sensitivity and 99% specificity. Also suppose prevalence of asymptomatic disease in population is 0.1% (1 in 1,000).] Number with disease Number without disease Totals with and without each test result Number with positive test result 99 999 1,098 Number with negative test result 1 98,901 98,902 Totals with and without disease 100 99,900 100,000 Can flesh this out by pointing out that that 9% is much higher than the a priori (pre-testing) 0.1%. Thus, the chance that someone with a positive test has the disease is about 90 times higher than the chance that someone chosen completely at random has the disease. But because the chance that someone has the disease in the first place is so low, multiplying it by 90 still leaves a probability of only 9%. We can now calculate the predictive values in this setting. In particular: PPV = 99/1098 ≈ 9%. In other words, a positive test result still means only a 9% chance of having the disease.

22 When does it make sense to screen?
Disease being screened for is an important health problem. Treatment when the disease is latent (asymptomatic) is more effective and/or less risky than treatment after the development of symptoms. There is a suitable screening test: Suitability criteria include: test validity (sensitivity, specificity, predictive values), low cost, ease of administration, safety, imposition of minimal discomfort on administration, acceptability to both patients and practitioners. There is appropriate follow-up available for those identified with a positive test: There is a treatment for the disease: In other words, making a diagnosis at this “earlier” time point may make a difference. This is called a “critical point.” Facilities for diagnosis and treatment are available. 1 – screening can lead to significant decrease in rates of disability and/or death. 2 – Effectiveness is typically measured by decrease in mortality, but beware of biases in measuring this decrease when RCTs are not used to assess screening (discussed further below). 3- This relates to the relative costs of the screening program in relation to the number of cases detected and to positive predictive value. The expenditure of resources on screening must be justifiable in terms of eliminating or decreasing adverse health consequences. A screening program that finds diseases that occur less often could only benefit few individuals. Such a program might prevent some deaths. While preventing even one death is important, given limited resources, a more cost-effective program for diseases that are more common should be given a higher priority, because it will help more people. In some cases though, screening for low prevalence diseases is also cost effective, if the cost of screening is less than the cost of care if the disease is not detected early. For example, phenylketonuria (PKU) is a rare disease but has very serious long-term consequences if left untreated. PKU occurs in only 1 out of every approximately 15,000 births, and if left untreated can result in severe mental retardation that can be prevented with dietary intervention. The availability of a simple, accurate and inexpensive test has lead many states, including New York State, to require PKU screening for all newborns.

23 Spectrum of Infection and Disease Stage Issues in Epidemiology
Early Diagnosis and the Natural History of Disease STAGES Biologic Onset Early Diagnosis Possible Usual Clinical Diagnosis Outcome (c) Dr SH Weiss 2008 Spectrum of Infection and Disease, Stage Issues in Epidemiology (c) 2002, SH Weiss. All rights reserved.

24 Spectrum of Disease This is slide 17 from QNME0616 Intro Spring 2008.ppt (Advanced Topics in Infectious and Chronic Diseases Epidemiology).

25 Sackett et al. 2nd Ed. Fig 5-1 (p. 155)
Figure 5-1 from Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis. (Deleted due to copyright) Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis, pp

26 Early Diagnosis and the Natural History of Disease
CRITICAL POINT in the natural history of a disease is a point before which therapy is either more effective or easier to apply than afterwards (c) Dr SH Weiss 2008 Spectrum of Infection and Disease, Stage Issues in Epidemiology (c) 2002, SH Weiss. All rights reserved.

27 Sackett Fig 5-2 (p. 156) Figure 5-2 from Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis. (Deleted due to copyright) Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis, pp

28 Early Diagnosis and the Natural History of Disease
TIMING OF CRITICAL POINT If between “biologic onset” and “early dx possible” time points, then screening or case finding is too late to help If between “usual diagnosis possible” and “outcome,” then early detection is a waste of time - just wait until symptomatic patients seek help (c) Dr SH Weiss 2008 Spectrum of Infection and Disease, Stage Issues in Epidemiology (c) 2002, SH Weiss. All rights reserved.

29 Early Diagnosis and the Natural History of Disease
TIMING OF CRITICAL POINT It is only when a critical point lies between “early dx possible” and “usual clinical dx” that screening and case finding hold any promise of improving the outcomes of those who have the target disorder (c) Dr SH Weiss 2008 Spectrum of Infection and Disease, Stage Issues in Epidemiology (c) 2002, SH Weiss. All rights reserved.

30 When is screening beneficial?
Treatment should be more effective and/or less risky if it is initiated when the disease is latent than if it is initiated when the disease is symptomatic. The risks of subsequent diagnostic work-ups in false positives are low enough that they don’t offset the benefits of early detection in true positives. Risks of subsequent diagnostic work-ups to be measured not only by severity of work-up complications but also by fraction of false positives. A test that’s not very specific (lots of false positives) should not incur a high risk of severe work-up complications, while it may be acceptable to have a higher risk of severe work-up complications in a test that is very specific (very few false positives).

31 When is screening harmful?
False-positive results Overdiagnosis Overtreatment

32 Evaluation of Screening
NOTE: there will often be a transient apparent increase in incident disease when screening programs are first introduced. SO, must observe over time. Randomized clinical trials that are carefully designed and monitored are the “gold standard” for assessing screening programs. Screening efficacy cannot be assessed by comparing post-diagnosis survival with and without screening, because of several types of biases that can occur: Lead time bias Length time bias Patient self-selection bias It would be nice to have graphs to go with the first two biases, esp. for length time. Such a graph may have time on the horizontal axis and health status on the vertical axis (ranging from a maximum value of “healthy” to a minimum value, at 0, of “dead”). Then some downward sloping lines (one line for each patient) with varying slopes could show different rates of disease. A horizontal line above but close to 0 could show where symptoms first appear. A single vertical line would show when screening is done, and we could highlight the fact that it intersects many more of the lines that gently slope down (the patients with slowly progressing disease) than those that slope down quickly (the patients with rapidly progressing disease) at points above the horizontal symptom-appearance line. This could then be tied in to a discussion of overdiagnosis.

33 Early Diagnosis and the Natural History of Disease
Early diagnosis will always appear to improve survival, Even when therapy is worthless Example: patients whose cancers are diagnosed early WILL have better 5-year survivals than other patients diagnosed in later, symptomatic stages. It is the inference that our observations prove the value of early diagnosis that is faulty! (c) Dr SH Weiss 2008 Spectrum of Infection and Disease, Stage Issues in Epidemiology (c) 2002, SH Weiss. All rights reserved.

34 What Is The Observed Effect of Introducing a Test that Detects a Condition Earlier in Time, but NOTHING can be done about it? The person still dies at the exact same time – not a single day of life is gained. BUT the time they live KNOWING they have the condition IS prolonged. (So, there may be adverse psychological consequences.) This leads to “lead time” – also known as “stage-shift” bias. THIS IS VERY IMPORTANT.

35 Lead time bias Notice how the earlier detection due to screening changes NOTHING in the progress of the disease, but it (artificially) increases the time from detection to death, thus giving a (FALSE) impression that screening prolongs life. (In fact, all that screening does in this case is prolong the time during which the patient is aware that (s)he has the disease! In other words, it just increases anxiety.) Image from:

36 Sackett Fig 5-3 Figure 5-3 from Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis. (Deleted due to copyright) Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis, pp Figures 5-3 and 5-4 (next slide) are included both individually and together on one slide (slide after next).

37 Sackett Fig 5-4 Figure 5-4 from Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis. (Deleted due to copyright) Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis, pp Figures 5-3 (previous slide) and 5-4 are included both individually and together on one slide (next slide).

38 Sackett Figs 5-3 & 5-4 (together)
Figures 5-3 & 5-4 from Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis. (Deleted due to copyright) Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis, pp Figures 5-3 and 5-4 are also included separately (previous two slides).

39 Length time bias Should probably use only ONE of this and the next two slides. Image from:

40 Length time bias Note that of the total of 12 cases, only 2 of the rapidly progressing cases will be identified by screening, while 4 of the slowly progressing cases will be identified. Length-time bias refers to the fact that screening is more likely to detect slowly progressing cases. Thus, time to occurrence of symptoms (or, by similar reasoning, survival time) after diagnosis is artificially lengthened. Second figure from American College of Physicians, Effective Clinical Practice, March/April (available at the web site below) (Deleted due to copyright) Should probably use only ONE of the previous, this, and the next slide. Image source: American College of Physicians, Effective Clinical Practice, March/April

41 (Image deleted due to copyright.)
Length time bias (Image deleted due to copyright.) Note that only patient C benefits from screening. Should probably use only ONE of the previous two slides and this. Image source: Esserman L, Shieh Y, Thompson I. Rethinking Screening for Breast Cancer and Prostate Cancer. JAMA. October 21, 2009;302(15):

42 What Determines How Often Screening Should be Conducted
What if fast growing cancers were to be less amenable to treatment than slower growing ones? Increasing the frequency of screening might just detect ONLY the faster growing ones, about which little might be done!

43 Sackett Fig 5-5 (p. 162) Figure 5-5 from Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis. (Deleted due to copyright) Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis, pp

44 Sackett Fig 5-6 (p. 163) Figure 5-6 from Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis. (Deleted due to copyright) Sackett DL, Haynes RB, Guyatt GH, Tugwell P. Clinical Epidemiology: A Basic Science for Clinical Medicine, Second Edition (Boston: Little, Brown and Company), Ch. 5: Early Diagnosis, pp

45 Early Diagnosis and the Natural History of Disease
Three Reasons for the above Paradox: 1) Healthy cohort effect [thus; always examine whether mortality from OTHER causes has not changed] 2) Failure to correct for “zero-time shift” in assessing the value of early diagnosis [see figures 5-3 and 5-4] DMR: Reason 2 here is also called lead time bias. (c) Dr SH Weiss 2008 Spectrum of Infection and Disease, Stage Issues in Epidemiology (c) 2002, SH Weiss. All rights reserved.

46 Early Diagnosis and the Natural History of Disease
Three Reasons for the above Paradox (cont’d): 3) Relationship between pre-clinical and clinical duration of disease (e.g, existence of both slow & fast growing tumors) which affects likelihood of early diagnosis. (Slow growing tumors are often detectable longer than fast growing ones – and thus are more likely to be identified by any early dx strategy.) [see figures 5-5 and 5-6] DMR: Reason 3 here is also called length time bias (c) Dr SH Weiss 2008 Spectrum of Infection and Disease, Stage Issues in Epidemiology (c) 2002, SH Weiss. All rights reserved.

47 Hypothesis testing In statistics, there are typically two hypotheses:
Null hypothesis (H0) —whatever is being studied has no effect; Alternate hypothesis (H1 or Ha) — whatever is being studied has an effect. Hypothesis testing asks whether there is enough evidence to reject the null hypothesis. With a good statistical test, the data should lead to the right conclusion most of the time. When the data lead to the wrong conclusion, there are two ways it can be wrong: Type I error - Rejecting H0 when it is in fact true Type II error- Not rejecting  H0 when it is in fact false In test for disease — H0: The person does not have the disease. H1: The person does have the disease. Type I error — False positive Type II error — False negative This slide is here mostly to lead in to the next slide, and if we don’t use the next slide, we probably shouldn’t use this one either.

48 This is cute, but DMR is having second thoughts about using it (and the slide before) because it is peripheral to our discussion of screening.

49 Why do guidelines change?
New research refines evidence of effectiveness; New testing technologies; Improved knowledge of variation in risk factors in subpopulations allows for better design of screening programs tailored to different population-based disease risk profiles; Changes in treatment alter relative value of diagnosis during latent stage; New research may better assess harm resulting from false positives and/or overdiagnosis.

50 ACS Breast Cancer Screening Guidelines
Previous Guidelines (from 2003) New October 2015 Guidelines Yearly mammograms starting at age 40 and continuing for as long as a woman is in good health Clinical breast exam (CBE) about every 3 years for women in their 20s and 30s and every year for women 40 and older Women should know how their breasts normally look and feel and report any breast change promptly to their health care provider. Breast self-exam (BSE) is an option for women starting in their 20s Women ages 40 to 44 should have the choice to start annual breast cancer screening with mammograms if they wish to do so. The risks of screening as well as the potential benefits should be considered. Women age 45 to 54 should get mammograms every year. Women age 55 and older should switch to mammograms every 2 years, or have the choice to continue yearly screening. Screening should continue as long as a woman is in good health and is expected to live 10 more years or longer. All women should be familiar with the known benefits, limitations, and potential harms linked to breast cancer screening. They also should know how their breasts normally look and feel and report any breast changes to a health care provider right away.

51 Reassessment of published results
On 23 September 2010, we discussed prostate cancer screening at a quarterly meeting of the Essex County Cancer Coalition. Among the problems with major randomized clinical trials of prostate-specific antigen (PSA) testing that we discussed were: Inadequate follow-up time (e.g., ten years, inadequate to assess difference in outcomes given natural history of prostate cancer); Cross-contamination of the study arms (persons who were not supposed to receive screening did receive screening anyway); Failure to include adequate numbers of African-American men, who are at higher risk; Issues in design of screening — wrong PSA cutoff value or non-uniform PSA cutoff values in different subgroups. Inadequate power, i.e., sample sizes too small.

52 Reassessment of published results
One study we discussed was a randomized clinical trial of prostate cancer screening conducted among 20,000 men in Göteborg, Sweden for 14 years of screening and follow-up. Reported results included: A roughly 50% decrease in mortality due to prostate cancer in the screening group vs the control group; Benefit greatest 10+ years from beginning of trial; Half the attendees who died of Pca in the screening group were diagnosed in the first round of screening, and many of those were 60+ years old at entry Bias towards underestimation of screening effect because number of men in the control group getting screening independently was not known. (Next slide shows published results.)

53 The Göteborg Results Cumulative Risk of Diagnosis:
The approx ten-year point is marked by an arrow Cumulative Risk of Death: By the 14th year, the risk of dying form prostate cancer was .5% in the screening group, vs .9% for the control group. Stanley H. Weiss, MD

54 Reassessment of published results
Yet there were aspects of the Göteborg study that were not published that appear to necessitate reconsideration of its apparently favorable preliminary results for PSA testing. Critical assessment of published findings is often a complicated, challenging process. No wonder that as more information is gathered, our interpretations and recommendations sometimes change.


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