Solve recurrence:
$T_n =\frac{1}{n}(T_{n-1} + T_{n - 2} + T_{n - 3} + \dots + T_2 + T_1 + T_0) + 1$ with $T_0 = 0$.
The recurrence is defined only on nonnegative integers. Thanks.
Solve recurrence:
$T_n =\frac{1}{n}(T_{n-1} + T_{n - 2} + T_{n - 3} + \dots + T_2 + T_1 + T_0) + 1$ with $T_0 = 0$.
The recurrence is defined only on nonnegative integers. Thanks.