论文标题
lavrentiev差距，用于某些类别的广义orlicz函数
Lavrentiev gap for some classes of generalized Orlicz functions
论文作者
论文摘要
在本文中，我们发现最佳条件将常规案例与具有lavrentiev差距的常规案例分开，用于双相位势力和相关的集成类的边界情况。我们提出了平滑功能密度的新结果。
In the present paper we find optimal conditions separating the regular case from the one with Lavrentiev gap for the borderline case of double phase potencial and related general classes of integrands. We present new results on density of smooth functions.
