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Publications in Math-Net.Ru |
Citations |
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2025 |
| 1. |
Azimbay Sadullaev, Rasulbek Sharipov, Mukhiddin Ismoilov, “$m-cv$ measure $\omega ^{*} (x,E,D)$ and condenser capacity $C(E,D)$ in the class $m$-convex functions”, J. Sib. Fed. Univ. Math. Phys., 18:3 (2025), 387–401  |
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| Presentations in Math-Net.Ru |
| 1. |
${{\mathcal{P}}_{mcv}}$-measure and ${{\mathcal{P}}_{mcv}}$-capacity in the class of $m$-convex functions
M. B. Ismoilov
Functional analysis and its applications
March 27, 2025
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| 2. |
${{\mathcal{P}}_{mcv}}$-measure and ${{\mathcal{P}}_{mcv}}$-capacity
M. B. Ismoilov
Seminar on Modern Problems of Complex Analysis (Sadullaev Seminar)
March 13, 2025 12:00
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| 3. |
$m$-Convex functions and their properties
M. B. Ismoilov
Seminar on Modern Problems of Complex Analysis (Sadullaev Seminar)
February 6, 2025 12:00
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| 4. |
$mcv$-polar sets and $P_{mcv}$-measure
R. A. Sharipov, M. B. Ismoilov
Seminar on Modern Problems of Complex Analysis (Sadullaev Seminar)
October 26, 2023 11:30
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| 5. |
Maximum $m-cv$ and $m-psh$ functions
R. A. Sharipov, M. B. Ismoilov
Seminar on Modern Problems of Complex Analysis (Sadullaev Seminar)
October 19, 2023 11:30
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| 6. |
Polar sets of $m$-convex functions
R. A. Sharipov, M. B. Ismoilov
Seminar on Modern Problems of Complex Analysis (Sadullaev Seminar)
May 18, 2023 11:30
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| 7. |
$m$-выпуклые ($m-cv$) функции
M. B. Ismoilov
Seminar on Modern Problems of Complex Analysis (Sadullaev Seminar)
December 22, 2022 12:00
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