| Literature DB >> 23539006 |
Ediléia Bagatin1, Helio A Miot.
Abstract
Cosmetic Dermatology is a growing subspecialty. High-quality basic science studies have been published; however, few double-blind, randomized controlled clinical trials, which are the major instrument for evidence-based medicine, have been conducted in this area. Clinical research is essential for the discovery of new knowledge, improvement of scientific basis, resolution of challenges, and good clinical practice. Some basic principles for a successful researcher include interest, availability, persistence, and honesty. It is essential to learn how to write a protocol research and to know the international and national regulatory rules. A complete clinical trial protocol should include question, background, objectives, methodology (design, variable description, sample size, randomization, inclusion and exclusion criteria, intervention, efficacy and safety measures, and statistical analysis), consent form, clinical research form, and references. Institutional ethical review board approval and financial support disclosure are necessary. Publication of positive or negative results should be an authors' commitment.Entities:
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Year: 2013 PMID: 23539006 PMCID: PMC3699935 DOI: 10.1590/s0365-05962013000100008
Source DB: PubMed Journal: An Bras Dermatol ISSN: 0365-0596 Impact factor: 1.896
Schematic structure of a clinical research protocol
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| 1 | Idea / Hypothesis | Oral isotretinoin can reduce the incidence of actinic keratosis. |
| 2 | Bibliographic research | Background and reason for the study |
| 3 | Study design | Double-blind, randomized, placebo-controlled, longitudinal study: Group A: Sunscreen + oral isotretinoin. |
| Group B: Sunscreen + oral placebo. | ||
| Two months of follow-up after cryotherapy (5-second spray of liquid nitrogen) of all actinic keratoses. | ||
| 4 | Diagnosis conception | Actinic keratosis will be defined after clinical evaluation by a boarded dermatologist, not by histopathological analysis, which makes subsequent lesion counting impracticable. |
| 5 | Definition of variables | Dependent: Counting actinic keratoses in a standard area; histological expression of proliferative (Ki-67) and apoptotic factors (p53 and Bcl-2). |
| Independent: Treatment group. | ||
| Potential confounders: Age, skin phototype, sun exposure. | ||
| 6 | Inclusion / Exclusion criteria | Immunocompetent patients older than 50 years, both genders, with up to 30 actinic keratoses on the face and forearms. |
| Those randomized to isotretinoin should be normolipemic and present normal liver function. | ||
| 7 | Sampling | Random sample selection of 50 patients based on an expected reduction of up to 30% in the incidence of actinic keratoses, power of 80%, and alpha 5%. |
| 8 | Statistical analysis | Generalized linear mixed model (negative binomial) |
| 9 | Chronogram and budget | Time allocated for each phase (table), and calculation of each predictable expense. |
| 10 | Ethics committee approval / Funding / Clinical trial registration | Study approved by institutional research ethics committee, financially
supported by CNPq and registered at |
| 11 | Criteria for discontinuation | Severe adverse effects should lead to study discontinuation |
The most common statistical tests for bivariate data analysis (unpaired data) according to dependent and independent variables
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| Pearson's chi-square; | Pearson's chi-square; | Chi-square for trend | Parametric: Student's t-test | Generalized linear models (Poisson or negative binomial) |
| Fisher's exact test | G-test; Residual analysis of contingency table (post hoc) | Non-parametric: Mann-Whitneytest | ||||
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| Pearson's chi-square; | Pearson's chi-square; | Chi-square for trend | Parametric: ANOVA | Generalized linear models (Poisson or negative binomial) | |
| G-test; Residual analysis of contingency table (post hoc) | G-test; Residual analysis of contingency table (post hoc) | Non-parametric: Kruskal-Wallistest | ||||
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| Chi-square for trend | Chi-square for trend | Chi-square for trend | Parametric: ANOVA | Generalized linear models (Poisson or negative binomial) | |
| Non-parametric: Jonckheere-Terpstra Test | ||||||
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| Binary logistic | Multinomial | Ordinal | - | - | |
| regression | logistic | logistic | - | - | ||
| regression | regression | |||||
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The most common statistical tests to bivariate data analysis (paired data) according to dependent and independent variables
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| McNemar's test | Generalized mixed models (multinomial) | Generalized mixed models (ordinal data) | Parametric: Student's t-test for paired data | Generalized mixed models (Poisson or negative binomial) | |
| Non-parametric: Wilcoxon test | ||||||
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| Generalized mixed models (categorical data) | Generalized mixed models (categorical data) | Generalized mixed models (categorical data) | Parametric: ANOVA for repeated measures | Generalized mixed models (Poisson or negative binomial) | |
| Non-parametric: Friedman test | ||||||
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| Generalized mixed models (categorical data) | Generalized mixed models (categorical data) | Generalized mixed models (categorical data) | Generalized mixed models | Generalized mixed models (Poisson or negative binomial) | |
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| Generalized mixed models (categorical data) | Generalized mixed models (categorical data) | Generalized mixed models (categorical data) | Parametric: Pearson's correlation coefficient | ||
| Non-parametric: Spearman's correlation coefficient | ||||||