In 2018, according to the affirmed plan, six scientific works on the themes of “Modern problems of harmonic analysis” were carried out.

Work 1: Global regularity of discontinuous coefficient non-divergen elliptic equations in local Orlicz-Morrey-type spaces.
Executor: Head of department, corr. member of ANAS, prof. V.S. Guliyev, ph. doctor in math., ass. prof., sen. res. ass. M.N. Omarova

Work 2: Some integral operators of harmonic analysis in functional Banach spaces.
Executor: doct. of math. sc., ass. prof., lead. r. a. R.A. Bandaliyev, cand. phys. math. sci., ass. prof., lead. res. ass. Z.V. Safarov.

Work 3: Two-weighted inequalities for fractional order integrals in hypergroups.
Executor: Hajibeyov Mubariz- cand. phys. math. sci., ass. prof., lead. res. ass.

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