Because of this, finding a recurrence relation is often the easiest way of solving a problem. Recurrence relations come up often in algorithm analysis because the analysis of recursive algorithms ...

A recurrence relation is an equation that specifies one (or more) known terms in a sequence and then a rule for calculating the next term in the sequence. If the initial value in a recurrence relation ...

Recurrence relations can vary greatly in complexity and form depending on the specific sequence or problem being modeled. They are often used in algorithm analysis, dynamic programming, and solving ...

For solving the above problem we propose an algorithm similar to the Berlekamp–Massey algorithm and prove its correctness. We describe the set of all solutions to this problem and show that if a ...

We consider the problem of computing a linear recurrence relation (or equivalently a Linear Feedback Shift Register) of minimum order for a finite sequence over a field, with the additional ...

Polynomial Equations and Recurrence Relations Publication Trend The graph below shows the total number of publications each year in Polynomial Equations and Recurrence Relations.

S. P. Glasby, Extended Euclid's Algorithm via Backward Recurrence Relations, Mathematics Magazine, Vol. 72, No. 3 (Jun., 1999), pp. 228-230 ...