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In this paper, we deal with the variable growth Schrödinger–Poisson Systems in:whereand,andare periodic in  x . We use the non-Nehari manifold approach to establish the existence of the Nehari type ground state solutions, under the condition:for all,  t &gt;0,and the constant, whereasandas  t &lt;1. In particular, some new inequalities and tricks are used to overcome the difficulties caused by the variable exponent.

Nehari type ground state solutions for periodic Schrödinger–Poisson systems with variable growth