Row 5912
Content Data
This page contains data entry 5912 from the Axioma AXP content repository. The structured data below represents the complete record for this entry.
I have found the following formula in [Munn et al.](https://pubmed.ncbi.nlm.nih.gov/25197676/):
π=π\^2π(1βπ)/π\^2
* π = sample size * π = statistic for a level of confidence * π = expected prevalence * π = precision
The problem I am finding is that I am trying to use this formula to assess the quality of several studies for a meta-analysis and all the studies I have reviewed so far do not provide a π value, but only the total number of subjects, the number of subjects with the disease and the corresponding percentage. These are epidemiological studies on the prevalence of a disease in the general population and there is no exposure, so no comparison between cases in exposed and non-exposed subjects is made. The only data available is how many subjects in the sample exhibit the disease. Is there a way for me to calculate d by only using the information provided in the article?
| Field | Value |
|---|---|
| text | I have found the following formula in [Munn et al.](https://pubmed.ncbi.nlm.nih.gov/25197676/): π=π\^2π(1βπ)/π\^2 * π = sample size * π = statistic for a level of confidence * π = expected prevalence * π = precision The problem I am finding is that I am trying to use this formula to assess the quality of several studies for a meta-analysis and all the studies I have reviewed so far do not provide a π value, but only the total number of subjects, the number of subjects with the diseaβ¦ |
| label | r/epidemiology |
| dataType | post |
| communityName | r/epidemiology |
| datetime | 2024-05-05 |
| username_encoded | Z0FBQUFBQm5LakwyMUlMMVNpbTNvUTVKRkp3cjlqNnVmcUstZFFScHBENU5LMGJOYW04SWxNekkzWms4Sjh3Wm5pXzVOZTZVaklDQlVoVENLa1I5ei1VYmJBVmVGMUVHdWc1eThHOU5xc1hvdWZGVVJfWXFQakE9 |
| url_encoded | Z0FBQUFBQm5Lak9HT19jOWdUbTY1Tjdfb01nYmtleWVfRG5xaFFpQ0J5dDZoTzRsdFZ0bWpLM21rYzZzQUs5blM4alF2SFhhS3U5elc5NGJCZGl5YzA2ZllnRVBKaTBBS2ota3BMZnZoTl9Cd1NSUWhTa1Z6aEFkbHVFNS1IRkxyTW1HUGRuUmNZQmY0SDFqcDk5T1NGcnFxS2gzN09scU1YRWc0T1RZM2RMb3FhN0NyaVJIcE1YNVl0WTl6c1JDM2xZWkdCSU05UzhRNnBSd0UtQ1A3WURuU0dNQ3JvWWFpUT09 |
Raw Record
{
"text": " \n\nI have found the following formula in [Munn et al.](https://pubmed.ncbi.nlm.nih.gov/25197676/):\n\nπ=π\\^2π(1βπ)/π\\^2\n\n* π = sample size\n* π = statistic for a level of confidence\n* π = expected prevalence\n* π = precision\n\nThe problem I am finding is that I am trying to use this formula to assess the quality of several studies for a meta-analysis and all the studies I have reviewed so far do not provide a π value, but only the total number of subjects, the number of subjects with the disease and the corresponding percentage. These are epidemiological studies on the prevalence of a disease in the general population and there is no exposure, so no comparison between cases in exposed and non-exposed subjects is made. The only data available is how many subjects in the sample exhibit the disease. Is there a way for me to calculate d by only using the information provided in the article?",
"label": "r/epidemiology",
"dataType": "post",
"communityName": "r/epidemiology",
"datetime": "2024-05-05",
"username_encoded": "Z0FBQUFBQm5LakwyMUlMMVNpbTNvUTVKRkp3cjlqNnVmcUstZFFScHBENU5LMGJOYW04SWxNekkzWms4Sjh3Wm5pXzVOZTZVaklDQlVoVENLa1I5ei1VYmJBVmVGMUVHdWc1eThHOU5xc1hvdWZGVVJfWXFQakE9",
"url_encoded": "Z0FBQUFBQm5Lak9HT19jOWdUbTY1Tjdfb01nYmtleWVfRG5xaFFpQ0J5dDZoTzRsdFZ0bWpLM21rYzZzQUs5blM4alF2SFhhS3U5elc5NGJCZGl5YzA2ZllnRVBKaTBBS2ota3BMZnZoTl9Cd1NSUWhTa1Z6aEFkbHVFNS1IRkxyTW1HUGRuUmNZQmY0SDFqcDk5T1NGcnFxS2gzN09scU1YRWc0T1RZM2RMb3FhN0NyaVJIcE1YNVl0WTl6c1JDM2xZWkdCSU05UzhRNnBSd0UtQ1A3WURuU0dNQ3JvWWFpUT09"
}
Entry Information
- Entry ID: 5912
- Repository: Axioma AXP
- Dataset: arrmlet/reddit_dataset_36
- Total Entries: 100,000