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- Reed–Frost_model abstract "The Reed–Frost model is a mathematical model of epidemics put forth in the 1920s by Lowell Reed and Wade Hampton Frost, of Johns Hopkins University.This is an example of a \"chain binomial\" model, a simplified, iterative model of how an epidemic will behave over time.The Reed–Frost model is based on the following assumptions:1. The infection is spread directly from infected individuals to others by a certain type of contact (termed \"adequate contact\") and in no other way.2. Any non-immune individual in the group, after such contact with an infective individual in a given period, will develop the infection and will be infectious to others only within the following time period; in subsequent time periods, he is wholly and permanently immune.3. Each individual has a fixed probability of coming into adequate contact with any other specified individual in the group within one time interval, and this probability is the same for every member of the group.4. The individuals are wholly segregated from others outside the group. (It is a closed population.)5. These conditions remain constant during the epidemic.The following parameters are set initially:- Size of the population- Number of individuals already immune- Number of cases (usually set at 1)- Probability of adequate contactWith this information, a simple formula allows the calculation of how many individuals will be infected, and how many immune, in the next time interval. This is repeated until the entire population is immune, or no infective individuals remain. The model can then be run repeatedly, adjusting the initial conditions, to see how these affect the progression of the epidemic.The probability of adequate contact corresponds roughly with R0, the basic reproduction number.".
- Reed–Frost_model wikiPageID "24246411".
- Reed–Frost_model wikiPageLength "2265".
- Reed–Frost_model wikiPageOutDegree "5".
- Reed–Frost_model wikiPageRevisionID "680445481".
- Reed–Frost_model wikiPageWikiLink Basic_reproduction_number.
- Reed–Frost_model wikiPageWikiLink Category:Epidemiology.
- Reed–Frost_model wikiPageWikiLink Johns_Hopkins_University.
- Reed–Frost_model wikiPageWikiLink Lowell_Reed.
- Reed–Frost_model wikiPageWikiLink Wade_Hampton_Frost.
- Reed–Frost_model wikiPageWikiLinkText "Reed–Frost epidemic model".
- Reed–Frost_model wikiPageWikiLinkText "Reed–Frost model".
- Reed–Frost_model wikiPageUsesTemplate Template:Refimprove.
- Reed–Frost_model wikiPageUsesTemplate Template:Reflist.
- Reed–Frost_model wikiPageUsesTemplate Template:Use_dmy_dates.
- Reed–Frost_model subject Category:Epidemiology.
- Reed–Frost_model hypernym Model.
- Reed–Frost_model type Person.
- Reed–Frost_model type Type.
- Reed–Frost_model type Biostatistic.
- Reed–Frost_model type Field.
- Reed–Frost_model type Science.
- Reed–Frost_model type Type.
- Reed–Frost_model comment "The Reed–Frost model is a mathematical model of epidemics put forth in the 1920s by Lowell Reed and Wade Hampton Frost, of Johns Hopkins University.This is an example of a \"chain binomial\" model, a simplified, iterative model of how an epidemic will behave over time.The Reed–Frost model is based on the following assumptions:1. The infection is spread directly from infected individuals to others by a certain type of contact (termed \"adequate contact\") and in no other way.2.".
- Reed–Frost_model label "Reed–Frost model".
- Reed–Frost_model sameAs Q7306784.
- Reed–Frost_model sameAs m.07s3s3g.
- Reed–Frost_model sameAs Q7306784.
- Reed–Frost_model wasDerivedFrom Reed–Frost_model?oldid=680445481.
- Reed–Frost_model isPrimaryTopicOf Reed–Frost_model.