Half-linear Euler differential equations in the critical case

Year, pages: 2011, 41 - 49

We investigate oscillatory properties of the perturbed half-linear Euler differential equation

$$ (Φ(x'))^\prime+((γ_p) / (t^p))Φ(x)=0,   Φ(x):=|x|^p-2x,   γ_p:=(((p-1) / (p)))^p. $$

A perturbation is also allowed in the coefficient involving derivative

Došlý, O., Haladová, H. 2011. Half-linear Euler differential equations in the critical case. In Tatra Mountains Mathematical Publications, vol. 48, no.1, pp. 41-49. 1210-3195.

Došlý, O., Haladová, H. (2011). Half-linear Euler differential equations in the critical case. Tatra Mountains Mathematical Publications, 48(1), 41-49. 1210-3195.