We consider an iterative procedure to solve quasilinear elliptic systems with $p$-growth. The scheme was first considered by Koshelev in the quadratic case $p=2$. We present numerical applications as well as applications to higher regularity properties.

翻译：我们考虑用一种迭接程序,用美元增长解决准线性椭圆系统。 Koshelev在二次曲线中首先考虑这个方案,即$p=2美元。 我们提出了数字应用和对更高规律性特性的应用。