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Exact(15)
Using the computer software for symbolic computations, we can conclude that the function (G_{1}(x) = ( cos ^{2}{ x} ) _{[6/4]}) has exactly one zero (delta =1.551413ldots) in the interval (( 0, frac{pi}{2} )).
We then show that by allowing multiple rounds of MapReduce computations, we can solve problems more efficiently than any possible one-round algorithm.
Using a high-performance rewriting language implementation and a strategy language to guide rewriting computations, we can obtain in a modular way implementations of both the inference rules of automated deduction procedures and of algorithms controling their application.
Nevertheless, by straightforward computations we can prove: Proposition 1.
By Lemma 2.3 combining some direct computations, we can easily obtain (3.7).
From the computations we can guess that (a_{n+1}=C_{n}), (ngeq1).
Similar(45)
By computation, we can get.
Using the condition (H1), by computation, we can get.
By the similar computation, we can obtain (2.21).
By a simple computation, we can get the following result.
when ; by simple computation, we can get (4.2).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com