hyperoperation造句

In common terms, the hyperoperations are ways of compounding numbers that increase in growth based on the iteration of the previous hyperoperation.
Another initial condition that has been used is A ( 0, b ) = 2b + 1 ( where the base is constant a = 2 ), due to R髗sa P閠er, which does not form a hyperoperation hierarchy.
As a three-argument function, e . g ., G ( n, a, b ) = H _ n ( a, b ), the hyperoperation sequence as a whole is seen to be a version of the original Ackermann function \ phi ( a, b, n ) \, \ ! recursive but not primitive recursive as modified by Goodstein to incorporate the primitive successor function together with the other three basic operations of arithmetic ( addition, multiplication, exponentiation ), and to make a more seamless extension of these beyond exponentiation.
It's difficult to find hyperoperation in a sentence. 用hyperoperation造句挺难的