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Statistical information such as prevalence, incidence, deaths, and other data is provided from numerous sources and is subject to numerous provisos. Nevertheless, it is hoped to be useful, if not completely accurate.
Prevalence versus incidence: Prevalence and incidence are different measures of a disease's occurrence. The "prevalence" of a condition means the number of people who currently have the condition, whereas "incidence" refers to the annual number of people who have a case of the condition. These two measures are very different. A chronic incurable disease like diabetes can have a low incidence but high prevalence, because the prevalence is the cumulative sum of past year incidence rates. A short-duration curable condition such as the common cold can have a high incidence but low prevalence, because many people get a cold each year, but few people actually have a cold at any given time (so prevalence is low and is not a very useful statistic). To understand prevalence versus incidence, consider these examples (which over-simplify but are still hopefully useful):
Maximum of prevalence or incidence: Taking the maximum value of either of the prevalence and incidence numbers for a disease is a reasonably useful indicator that is used in certain places throughout this information. It is a kind of "people affected" measure that gives an approximate value to the number of people who would have to deal with a condition in any given year.
Problems with prevalence data: Prevalence attempts to measure the number of people affected by a condition at any given time. There are various possible problems with prevalence data:
Problems with incidence data: Incidence data attempts to measure the number of people who become affected with a condition each year. Incidence includes only new conditions, not ongoing treatment of existing conditions. The actual number of people affected by a condition in a year can be less than incidence reports in cases where people get multiple cases (e.g. common cold). Two incidence rates are not necessarily comparable. Some incidence data uses government notifications, others based on physician or hospital diagnoses, and various other methods. Some estimates of incidence for under-diagnosed conditions attempt to justify a larger incidence rate than is reported by doctors or medical authorities, whereas other rates may use only the official reported rates.
Rates of incidence/prevalence calcuations: This site attempts to manipulate prevalence and incidence data to give more relevant data, such as to report the percent of the population affected, total number of people affected nationally, or the odds in a "1 in 1000" format. These computations are based on population data for the relevant reporting region (usually the national USA). Details of abbreviations used for sources of statistics can be found on our sources page. Some computation rates use different base data: prevalence, incidence, or maximum of prevalence/incidence. In some cases where the data is reported as a word such as "common", "rare", "uncommon" or similar phrase, an arbitrary numerical percentage has been applied to this information. Data that is reported based on births, such as 1-in-3000 births, has either been left as is (for chronic conditions) or modified by an estimate of the number of births. Data reported as a percent of pregnancies or pregnant women has been calculated using an estimate of the number of pregnancies annually.
Lifetime risk data: Some conditions report a risk factor for having a condition in your lifetime. For example, cancer is widely reported to affect about 1 in 3 people in their lifetime. These rates are naturally much higher than either prevalence or incidence data, because they are effectively the cumulative risk of incidence/prevalence over multiple years.
General problems with the data: In addition to the above discussion, there are various general qualifiers with regard to prevalence, incidence, and any of the other types of data. Use of the data may incur the old apples-and-oranges comparison problem because of data differences. Problems with using the data include:
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