Editing Binomial options pricing model (section)

==See also==
* [[Trinomial tree]], a similar model with three possible paths per node.
* [[Tree (data structure)]]
* [[Lattice model (finance)]], for more general discussion and application to other underlyings
* [[Black–Scholes model|Black–Scholes]]: binomial lattices are able to handle a variety of conditions for which Black–Scholes cannot be applied.
* [[Monte Carlo option model]], used in the valuation of options with complicated features that make them difficult to value through other methods.
* [[Real options analysis]], where the BOPM is widely used.
* [[Quantum finance]], quantum binomial pricing model.
* [[Mathematical finance]], which has a list of related articles.
* {{section link|Employee stock option#Valuation}}, where the BOPM is widely used.
* [[Implied binomial tree]]
* [[Edgeworth binomial tree]]