This paper is concerned with the (p, q)-Kirchhoff type equations, for which the existence of infinitely many high energy solutions is proved by employing the symmetric mountain pass lemma. Furthermore, an \(L^{\infty }\) estimate for the solutions is given by applying the Moser iteration technique.

中文翻译：

---

ℝN $ \ mathbb {R} ^ {N} $中的（p，q）-Kirchhoff方程组的多重解

本文涉及（p，q）-Kirchhoff型方程，通过使用对称的山口引理证明了存在无穷多个高能解。此外，通过应用Moser迭代技术给出了解的\（L ^ {\ infty} \）估计。