Solve T(n)=T(2n/3)+1 - which algorithm?
Analyze the solve t(n)=t(2n/3)+1 - which algorithm?.
Examples
Input: "test_input_1"
Output: "output_1"
Input: "test_input_2"
Output: "output_2"
Hints
"Consider the recurrence relation's form and compare it with standard divide-and-conquer recurrences like T(n) = aT(n/b) + f(n)."
"Calculate the critical exponent log_b(a) and compare it with the growth rate of the non-recursive term (here, O(1))."
"Since the recurrence resembles the Master Theorem's Case 3, verify if the regularity condition f(n) = O(n^(log_b(a) - ε)) holds for some ε > 0."
Solve T(n)=T(2n/3)+1 - which algorithm?
Analyze the solve t(n)=t(2n/3)+1 - which algorithm?.