Batra, PrashantPrashantBatra2019-03-182019-03-182018Annales Mathematicae et Informaticae (49): 33-41 (2018)http://hdl.handle.net/11420/2193We identify the accumulation points of the zero set of the polynomial family G n+1 (z):= zG n (z) + G n−1 (z), n ∈ N, generated from complex polynomial seeds G 0 , G 1 . This problem has been treated recently, for seed pairings of constants with linear polynomials, by Böttcher and Kittaneh (2016). We determine the accumulation points in the general case of arbitrary co-prime polynomial seeds, thus simplifying and streamlining previous approaches.en1787-5021Annales mathematicae et informaticae20183341On Fibonacci-type polynomial recurrences of order two and the accumulation points of their set of zerosJournal Article10.33039/ami.2018.05.004Other