Unbounded solutions of the max-type difference equation
We investigate the boundedness nature of positive solutions of the difference equation where A nn=0∞ and B nn=0∞ are periodic sequences of positive real numbers.
We investigate the boundedness nature of positive solutions of the difference equation where A nn=0∞ and B nn=0∞ are periodic sequences of positive real numbers.
We study non-autonomous rational difference equations. Under the assumption of a periodic non-autonomous parameter, we show that a well known trichotomy result in the autonomous case is preserved in a certain sense which is made precise in the body of the text. In addition we discuss some questions regarding whether periodicity preserves or destroys boundedness.
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