Oscillation of secondorder quasilinear neutral functional dynamic equations with distributed deviating arguments

In this paper, some sufficient conditions for the oscillation of secondorder nonlinear neutral functional dynamic equation[( r(t) ( [x(t) + p(t)x[tau (t)]]^Delta)^gamma )^Delta +int^b_a q(t; xi)x^gamma [g(t; xi)]Deltaxi= 0; t in mathbb{T}] are established. An example is given to illustrate an application of our results.