M. Najafov, AlikAlikM. NajafovBabayev, Rovshan F.Rovshan F.Babayev2025-05-012025-05-012020-24doi_dedup___::89820531574f5c4406590891a4cada5ehttps://rims.khazar.org/handle/123456789/225In this paper it is constructed a new grand grand Sobolev-Morrey $S_{p),\varkappa ),a,\alpha }^{l}W(G)$ spaces with dominant mixed derivatives. With help integral representation of generalized mixed derivatives of functions, defined on $n$-dimensional domains satisfying flexible horn condition, an embedding theorem is proved. In other works, the embedding theorem is proved in these spaces and belonging of the generalized mixed derivatives of functions from these spaces to the Holder class, was studied.engrand grand Sobolev-Morrey spaces with dominant mixed derivativesembedding theorem46E3046E350101 mathematicsintegral representation26A3301 natural sciencestext::journal::journal article