Recently, the notion of weighted lacunary statistical convergence is studied
in a locally solid Riesz space for single sequences by Ba?ar?r and Konca
[7]. In this work, we define and study weighted lacunary statistical
?-convergence, weighted lacunary statistical ?-boundedness of double
sequences in locally solid Riesz spaces. We also prove some topological
results related to these concepts in the framework of locally solid Riesz
spaces and give some inclusion relations.