Binomial: Difference between revisions
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Binomial | ''Statistics''. | ||
For example a fixed percentage | |||
Binomial models assume that there are only two possible outcomes, each time a trial is run. | |||
For example, a fixed percentage jump up or jump down in a market price per short time interval. | |||
A binomial tree or binomial lattice can then be built up from a series of binomial outcomes, to model market prices over longer time periods. | |||
Similar modelling can also be applied to non-financial variables. | |||
== See also == | == See also == | ||
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* [[Boolean]] | * [[Boolean]] | ||
* [[Normal frequency distribution]] | * [[Normal frequency distribution]] | ||
[[Category:The_business_context]] | |||
Latest revision as of 14:01, 21 March 2018
Statistics.
Binomial models assume that there are only two possible outcomes, each time a trial is run.
For example, a fixed percentage jump up or jump down in a market price per short time interval.
A binomial tree or binomial lattice can then be built up from a series of binomial outcomes, to model market prices over longer time periods.
Similar modelling can also be applied to non-financial variables.
