Today, at the institute seminar, senior research associate of “Nonharmonic analysis” department, Ph.doct. in math. Aydin Shukurov gave a talk titled “Some basicity properties of certain power systems”.
The following issues were discussed:

• Necessary condition for Kostyuchenko type systems to be a Schauder bases in Lebesgue spaces; application of the obtained condition to the investigation of Kostyuchenko system;
• Investigation of basicity of the general power systems in Lebesgue spaces and spaces of continuous functions;
• Basicity properties (completeness, minimality and basicity) of some trigonometric and exponential systems with weight in Lebesgue spaces.

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