Seminars: R. A. Sharipov, M. B. Ismoilov, $mcv$-polar sets and $P

SEMINARS


Seminar of Laboratory of Theory of Functions "Modern Problems of Complex Analysis" October 26, 2023 11:30

$mcv$-polar sets and $P_{mcv}$-measure R. A. Sharipov^a, M. B. Ismoilov^b ^a Urgench State University named after Al-Khorezmi ^b National University of Uzbekistan named after M. Ulugbek, Tashkent
Abstract: In the talk we study polar sets and measures associated with the class of $m$-convex functions in real space. Some important properties of $mcv$-polar sets, $P_{mcv}$-measures and $P_{mcv}$-capacities in the class of $m-cv$-functions are proved. Website: https://us02web.zoom.us/j/8022228888?pwd=b3M4cFJxUHFnZnpuU3kyWW8vNzg0QT09