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- W4378085503 abstract "In this article, we analysis the oscillatory properties of first order neutral difference equations with positive and negative variable coefficients of the forms$$Delta[x(n)+p(n) x(n-tau)]+sum_{i=1}^m q_i(n) xleft(n-sigma_iright)-sum_{j=1}^k r_j(n) xleft(n-rho_jright)=0 ; quad n=0,1,2, ldots,$$and$$Delta[x(n)+p(n) x(n+tau)]+sum_{i=1}^m q_i(n) xleft(n+sigma_iright)-sum_{j=1}^k r_j(n) xleft(n+rho_jright)=0 ; quad n=0,1,2, ldots,$$where ${p(n)}$ is a sequence of real numbers, $left{q_i(n)right}$ and $left{r_j(n)right}$ are sequences of positive real numbers, $tau$ is a positive integer, $sigma_i$ and $rho_j$ are nonnegative integers, for $i=1,2, ldots, m$ and $j=1,2, ldots, k$. We established sufficient conditions for oscillation of solutions to above systems." @default.
- W4378085503 created "2023-05-25" @default.
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- W4378085503 date "2017-04-01" @default.
- W4378085503 modified "2023-09-28" @default.
- W4378085503 title "Oscillation conditions for first order neutral difference equations with positive and negative variable co-efficients" @default.
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- W4378085503 doi "https://doi.org/10.26637/mjm502/015" @default.
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