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On the oscillation of certain third-order difference equations
Agarwal, Ravi P; Grace, Said; O'Regan, Donal
We establish some new criteria for the oscillation of third-order difference equations of the form Delta((1/a(2)(n))(Delta(1/a(1)(n))(Delta x(n))(alpha 1))(alpha 2)) + delta q(n)f(x[g(n)]) = 0, where Delta is the forward difference operator defined by Delta x(n) = x(n+1)-x(n).
Keyword(s): asymptotic properties; theorems
Publication Date:
2018
Type: Journal article
Peer-Reviewed: Unknown
Institution: NUI Galway
Publisher(s): Springer Nature
First Indexed: 2019-03-23 06:56:20 Last Updated: 2019-03-23 06:56:20