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Explain three cases of master theorem.
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written 7.9 years ago by |
The master theorem concerns recurrence relations of the form:
$T(n) = aT\bigg(\frac{n}{b}\bigg) + f(n) \ \ where \ \ a \ge 1, b \gt 1$
In the application to the analysis of a recursive algorithm, the constants and function take on the following significance: