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The digital logistics revolution: enhancing efficiency and transparency
Samets, V. A.
Digitalization of logistics processes is a key element of modern supply chain management
Synthesis of Polyalkoxymethylenedioxy-1,4-naphthoquinones from Parsley Seed Metabolite
Varakutin A.E., Muravsky E.A., Khrustalev V.N., Samet A.V., Semenov V.V.
Abstract: A convenient synthesis of polyalkoxy-1
Arylglyoxal oximes as putative C-nucleophiles in eliminative nucleophilic substitution process
Tsyganov D.V., Samet A.V., Dorovatovskii P.V., Khrustalev V.N., Semenov V.V.
Synthesis of Polyalkoxymethylenedioxy-1,4-naphthoquinones from Parsley Seed Metabolite
Varakutin Alexander E., Muravsky Egor A., Khrustalev Victor N., Samet Alexander V., Semenov Victor V.
A convenient synthesis of polyalkoxy-1,4-naphthoquinones, good starting materials for analogues
Formation of 3,4-Diarylpyrrole- and Pyrrolocoumarin Core of Natural Marine Products via Barton–Zard Reaction and Selective O-Demethylation
Silyanova E.A., Samet A.V., Salamandra L.K., Khrustalev V.N., Semenov V.V.
A metal-free approach to 3,4-diarylpyrrole-2-carboxylate and pyrrolocoumarin cores of lamellarins
NONLINEAR LIOUVILLE-TYPE THEOREMS FOR GENERALIZED BAOUENDI-GRUSHIN OPERATOR ON RIEMANNIAN MANIFOLDS
Jleli M., Ragusa M.A., Samet B.
of potential functions V. The proof of our main result is based on the nonlinear capacity method and a result
NONEXISTENCE RESULTS FOR NONLINEAR FRACTIONAL DIFFERENTIAL INEQUALITIES INVOLVING WEIGHTED FRACTIONAL DERIVATIVES
De Gaetano A., Jleli M., Ragusa M.A., Samet B.
fractional differential inequalities involving weighted fractional derivatives and a singular potential
A numerical approach based on ln-shifted Legendre polynomials for solving a fractional model of pollution
Jleli M., Kirane M., Samet B.
The model of pollution for a system of 3 lakes interconnected by channels is extended using Caputo
On Lyapunov-type inequalities for a certain class of partial differential equations
Jleli M., Kirane M., Samet B.
A Lyapunov-type inequality is established for the partial differential equation:(Formula presented
Lyapunov-type inequalities for a fractional p-Laplacian system
Jleli M., Kirane M., Samet B.
In this paper, we establish Lyapunov-type inequalities for a fractional p-Laplacian system

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