| Literature DB >> 26183580 |
Sarah Knerr1,2, Rachel M Ceballos3,4.
Abstract
BACKGROUND: Expectations of receiving personal health information as a fringe benefit of biospecimen donation-termed diagnostic misconception-are increasingly documented. We developed an instrument measuring conflation of observational biospecimen-based research and clinical care for use with Latino communities, who may be particularly affected by diagnostic misconception due to limited health care access.Entities:
Mesh:
Year: 2015 PMID: 26183580 PMCID: PMC4504441 DOI: 10.1186/s12910-015-0041-9
Source DB: PubMed Journal: BMC Med Ethics ISSN: 1472-6939 Impact factor: 2.652
Cognitive interview and survey participant characteristics
| Interview | Survey | ||
|---|---|---|---|
| N | N, % | ||
| Overall | 10 | 150 | |
| Age (Mean, SD) | 31.6, 10 | 38.8, 15 | |
| Gender | Female | 7 | 75, 50 |
| Employment | Full-time | 8 | 68, 45 |
| Part-time | 0 | 30, 20 | |
| Unemployed | 2 | 52, 35 | |
| Years education | ≤4 | 1 | 20, 13 |
| 5-8 | 1 | 39, 26 | |
| 9-12 | 2 | 75, 50 | |
| ≥13 | 6 | 16, 11 | |
| Annual household income | <$15,000 | 0 | 63, 42 |
| $15,000 -$34,999 | 4 | 71, 47 | |
| $35,000 -$49,999 | 2 | 13, 9 | |
| >$50,000 | 4 | 3, 2 | |
| Primary language spoken | Only Spanish | 2 | 38, 25 |
| Spanish better than English | 1 | 36, 24 | |
| Both | 3 | 39, 26 | |
| English better than Spanish | 4 | 32, 21 | |
| Only English | 0 | 5, 3 | |
| Health insurance | Private | 7 | 30, 20 |
| Government | 2 | 77, 51 | |
| Both | 0 | 5, 3 | |
| None | 1 | 38, 25 | |
| Usual source of care | Doctor’s office | 4 | 41, 27 |
| Clinic | 6 | 97, 65 | |
| Hospital | 0 | 6, 4 | |
| Other | 0 | 6, 4 | |
| Has regular doctor | Yes | 5 | 112, 75 |
| Self-rated health | Excellent or very good | 2 | 51, 34 |
| Good | 2 | 65, 43 | |
| Fair or poor | 5 | 34, 23 | |
| Don’t know | 1 | 0, 0 | |
| Provided a sample for research in the past | Yes | 4 | 16, 11 |
| No | 4 | 129, 86 | |
| Don’t know | 2 | 5, 3 | |
| Would provide a sample for research in the future | Very likely | 7 | 58, 39 |
| Somewhat likely | 3 | 72, 48 | |
| Not likely | 0 | 20, 13 | |
Numbers may not sum to 100 due to rounding error
Other: Pharmacy, traditional medicine/sobadores, family/friends, or prefer not to answer
Final scale characteristics for three-factor solution
| Item | Mean (SD) | Factor loadings | Correlation with domain score | Correlation with total score | ||
|---|---|---|---|---|---|---|
| B | LU | P | ||||
| 1. A person must go to the hospital to give a biological sample for scientific research. | 2.10 (0.73) | 0.710 | 0.826 | 0.614 | ||
| 2. A person must be invited by a doctor to give a biological sample for scientific research. | 2.50 (0.79) | 0.860 | 0.837 | 0.464 | ||
| 3. Scientific research using biological samples is done to learn about what causes disease, not about each person who gives a biological sample. | 1.89 (0.64) | 0.863 | 0.855 | 0.047 | ||
| 4. A scientific researcher’s number one goal is to learn more about how to fight disease. | 1.63 (0.54) | 0.743 | 0.784 | 0.145 | ||
| 5. Researchers will always tell people if their biological sample shows risk for disease. | 3.01 (0.71) | 0.699 | 0.718 | 0.561 | ||
| 6. One reason to give a biological sample for scientific research is to get a medical checkup. | 2.59 (0.76) | 0.748 | 0.790 | 0.726 | ||
| 7. One reason to give a biological sample for scientific research is to find out if you have a disease. | 2.91 (0.67) | 0.852 | 0.826 | 0.645 | ||
| 8. Information you get by giving a biological sample for scientific research is the best information about your health you could get. | 2.90 (0.76) | 0.820 | 0.854 | 0.721 | ||
Cells empty if <0.400, SD = standard deviation
Benefits: Mean domain score (SD) = 11.40 (2.32); Lay Understanding: Mean domain score (SD) = 5.09 (1.30); Purpose: Mean domain score (SD) = 3.52 (0.97); Pearson product moment; Mean total score (SD) = 20.11 (2.88); Item reverse coded
Final scale characteristics for one-factor solution
| Item | Mean (SD) | Factor loadings | Correlation with total score |
|---|---|---|---|
| 1. A scientific researcher’s number one job is to make sure that the research helps each person who gives a biological sample. | 2.88 (0.76) | 0.647 | 0.670 |
| 2. Researchers mostly do scientific research using biological samples to tell people who give samples if they are sick. | 2.77 (0.79) | 0.773 | 0.776 |
| 3. Researchers will always tell people if their biological sample shows risk for disease. | 3.01 (0.71) | 0.654 | 0.663 |
| 4. One reason to give a biological sample for scientific research is to get a medical checkup. | 2.59 (0.76) | 0.779 | 0.774 |
| 5. One reason to give a biological sample for scientific research is to find out if you have a disease. | 2.91 (0.67) | 0.823 | 0.806 |
| 6. Information you get by giving a biological sample for scientific research is the best information about your health you could get. | 2.90 (0.76) | 0.823 | 0.811 |
SD = standard deviation
Pearson product moment; Mean total score (SD) = 17.05 (3.35); Item reverse coded
Validation results
| Correlate | Coefficient for 3-factor solution |
| Coefficient for 1-factor solution |
| |
|---|---|---|---|---|---|
| Lay understanding | GKI | -0.300 | Yes | ||
| Trust | -0.002 | Yes | |||
| Purpose | GKI | 0.151 | No | ||
| Trust | -0.321 | No | |||
| Benefits | GKI | -0.365 | Yes | ||
| Trust | 0.330 | Yes | |||
| Total Scale | GKI | -0.361 | Yes | -0.381 | Yes |
| Trust | 0.147 | No | 0.381 | Yes |
GKI = Genetic Knowledge Index; Trust = Hall et al.’s scale measuring trusting medical researchers
Pearson product-moment
Univariate analyses of demographic, health care, and research participation variables and conflation of research with biological samples and clinical care
| Mean score (SD) |
| ||
|---|---|---|---|
| Overall | 17.05 (3.35) | ||
| Age | ≤26 | 16.86 (3.59) | 0.752 |
| 27-34 | 17.53 (3.22) | ||
| 35-49 | 16.73 (3.88) | ||
| ≥50 | 17.05 (2.67) | ||
| Gender | Female | 16.79 (3.71) | 0.341 |
| Male | 17.31 (2.95) | ||
| Employment | Full-time | 16.82 (3.25) | <0.002 |
| Part-time | 15.50 (3.21) | ||
| Unemployed | 18.25 (3.17) | ||
| Years education | ≤4 | 18.00 (2.54) | 0.054 |
| 5-8 | 17.77 (3.37) | ||
| 9-12 | 16.72 (3.50) | ||
| ≥13 | 15.56 (2.87) | ||
| Annual household income | <$15,000 | 17.06 (2.85) | 0.058 |
| $15,000 -$34,999 | 17.31 (3.61) | ||
| $35,000 -$49,999 | 16.69 (3.15) | ||
| >$50,000 | 12.00 (5.29) | ||
| Primary language spoken | Only Spanish | 19.00 (2.91) | <0.001 |
| Spanish better than English | 17.28 (3.02) | ||
| Both | 16.44 (3.28) | ||
| English better than Spanish | 15.60 (3.33) | ||
| Only English | 15.00 (3.16) | ||
| Health insurance | Private | 15.43 (3.46) | <0.002 |
| Government | 17.08 (3.23) | ||
| Both | 15.40 (2.70) | ||
| None | 18.51 (2.98) | ||
| Usual source of care | Doctor’s office | 15.20 (3.08) | <0.001 |
| Clinic | 17.61 (3.14) | ||
| Hospital | 18.67 (2.80) | ||
| Other | 19.0 (4.38) | ||
| Has regular doctor | Yes | 16.82 (3.42) | 0.153 |
| No | 17.73 (3.06) | ||
| Self-rated health | Excellent or very good | 16.08 (4.00) | 0.033 |
| Good | 17.69 (3.20) | ||
| Fair or poor | 17.29 (2.05) | ||
| Provided a sample for research in the past | Yes | 15.75 (2.49) | 0.068 |
| No | 17.11 (3.41) | ||
| Not sure | 19.60 (2.70) | ||
| Would provide a sample for research in the future | Very likely | 17.70 (3.49) | 0.144 |
| Somewhat likely | 16.75 (3.40) | ||
| Not likely | 16.25 (2.45) | ||
p-values obtained from independent samples t-test or one-way analysis of variance using scores from the one factor solution scale
Other: Pharmacy, traditional medicine/sobadores, family/friends, or prefer not to answer