Concentration of ground state solutions for critical generalized quasilinear equation with steep potential well

In this work, we are looking at the generalized quasilinear Schrödinger equations with critical growth and a steep potential well: where and is an even function and satisfies some suitable conditions (such as ). By using a change of variable and variational methods, for big enough , the existence of a ground state solution is obtained and its concentration behavior is also discussed.