Extending and generalizing the results of rational equations, Dynamics of Third Order
Rational Difference Equations with Open Problems and Conjectures focuses on the …

Open problems and conjectures: On the recursive sequence <inline-formula> <inline-graphic
xlink:href='gdea_a_880803 Page 1 OPEN PROBLEMS AND CONJECTURES EDITED BY …

In this paper, we investigate the periodic character, invariant intervals, oscillation and global
stability of all positive solutions of the equation [Formula: see text] where the parameters p …

In this paper the global attractivity of the nonlinear difference equation is investigated, where
p, q, r∈[0,∞), k≥ 1 is a positive integer and the initial conditions y− k,…, y− 1 are …

In this paper, we study the global attractivity, the invariant intervals, the periodic and
oscillatory character of the difference equation where a, b, A, B are positive real numbers …

Our aim in this paper is to investigate the dynamics of difference equation, where the initial
conditions y− k,…, y− 1, y0 are non-negative, k∈{1, 2, 3,…}, and the parameters p and q are …

In this paper we prove a global attractivity result for the unique positive equilibrium point of a
difference equation, which improves and generalizes some known ones in the existing …

In this paper, we consider a higher order difference equation of the form under some certain
assumptions. We obtain that the length of its finite semicycle is less than or equal to k …

In this paper the global attractivity of the nonlinear difference equation is investigated, where
a, b, A∈(0,∞), k is an positive integer and the initial conditions xk,…, x-1 and x 0 are …

(∗) Nn+ 1− Nn=− δnNn+ Pne− aNn− k, where δn and Pn are positive sequences. In the
autonomous case we show that (∗) has a unique positive steady state N∗, we establish …