水果派AV解说

ASSOC.PROF. L脻 KIM H脌

Faculty of Mathematics - Computer Science

PositionHead of the Department of Calculus
Citation nameLy Kim Ha
Field of ProfessionalCalculus
Year of appointment title of Associate Professor2020
Style of citationIEEE Style
Academic backgroundN膬m 2010
VNUHCM-University of Science
BSc of Mathematics – Computer Science
N膬m 2014
Universit脿 degli Studi di Padova
DSc of Mathematics
Name
Email
Languages
ASSOC.PROF. L脻 KIM H脌
lkha@hcmus.edu.vn
Vietnamese, English

PUBLICATION

21 Nguyen Anh Dao, Xuan Thinh Duong, Ly Kim Ha, Commutators of Cauchy鈥揊antappi猫 type integrals on generalized Morrey spaces on complex ellipsoids, Journal of Geometric Analysis, 31, pages7538鈥7567 (2021)
20 Ly Kim Ha, Nguyen Van Sang Hong, L^p-estimates for harmonic Bergman projection on a class of convex domains of infinite type in C2, Osaka Journal of Mathematics, Vol. 58 (4), 2021.
19 Ly Kim Ha, Tran Khai An, $L^p$ and H\”older estimates for Cauchy-Riemann equations on convex domain of finite/infinite type with piecewise smooth boundary in $\mathbb{C}^2$, accepted to Journal of Contemporary Mathematical Analysis, 2021.
18 Ly Kim Ha, Ck-Estimates for 鈭偮-Equation on Certain Convex Domains of Infinite Type in Cn, December 2019, Journal of Geometric Analysis, 31, pages2058鈥2087 (2021).
17 Ly Kim Ha, H枚lder and L p Estimates for the 鈭 炉-equation in a class of convex domains of infinite type in Cn, Monatshefte f眉r Mathematik, 190 (2019), no. 3, 517鈥540
16 Ly Kim Ha, An approximation theorem for Hardy functions on $\mathbb{C}$-linearly convex domains of infinite type in $\mathbb{C}^2$, Colloquium Mathematicum, 161 (2020), 223-238.
15 Ly Kim Ha, On Holder estimates for Cauchy transforms on convex domains in C2, Bulletin of the Korean Mathematical Society, Vol. 54, Iss.4, 929-937, 2019.
14 Ly Kim Ha, Le Hai Khoi, Composition operators between Hardy spaces on linearly convex domains in C2, Complex Analysis and Operator Theory, Sep 2019, Vol 13, Iss 06, pp. 2589-2603.
13 Ly Kim Ha, On H枚lder Estimates with Loss of Order One for the 鈭偮疎quation on a Class of Convex Domains of Infinite Type in C3, Acta Mathematica Vietnamica, June 2019, Volume 44, Issue 2, pp 519鈥530
12 Ly Kim Ha, The $\Box_b$-heat equation on finite type CR-manifolds with comparable Levi form, Ukrainian Mathematical Journal,聽 Volume 71, 鈩 8, 2019, pp. 1082-1101 .
11 Ly Kim Ha, Lp-Approximation of holomorphic functions on a class of convex domains of finite/infinite type in C^2, Bulletin of the Australian Mathematical Society, Vol. 97 (3), 2018, 446-452.
10 Ly Kim Ha, The Cauchy transform and Henkin operator in convex domains of maximal type F in C^2., Vietnam Journal of Mathematics, June 2019, Volume 47, Issue 2, pp 209鈥225
9 Ly Kim Ha, C^k regularity for $\bar\partial$ equation for a class of convex domains of infinite type in C^2, Kyoto Journal of Mathematics 60(2): 543-559 (June 2020). DOI: 10.1215/21562261-2019-0072.
8 Ly Kim Ha, On the global Lipschitz continuity of the Bergman projection on a class of convex domains of infinite type in C2, Colloquium Mathematicum, Vol. 150 (2), 187-205, 2017.
7 Ly Kim Ha, Zero Varieties for Nevanlinna holomorphic functions on weakly pseudoconvex domains of finite/infinite type in C^2, Annals of Global Analysis and Geometry, Vol. 51, No. 4, 2017
6 Ly Kim Ha, A note on the zeros of bounded holomorphic functions weakly pseudoconvex domains of finite and infinite type in C2, Bulletin of the Korean Mathematical Society, Vol. 54, No. 3, p. 993-1002, 2017
5 Ly Kim Ha, Note on a general Complex Monge-Ampere equation on weakly pseudoconvex domains of infinite type, Proceedings of the Japan Academy, Series A, Mathematical Sciences, Vol. 92, No. 10, 136-140, 2016
4 Ly Kim Ha, Tangential Cauchy-Riemann equations on pseudoconvex boundaries of finite and infinite type in C2, Results in Mathematics, Vol. 70, 105-124, 2017.
3 Ly Kim Ha, Global real analyticity of the Kohn-Laplacian on pseudoconvex CR manifolds with comparable Levi form, Complex Analysis and Operator Theory, Vol 11, Issue 6, pp 1329鈥1350, 2017
2 Ly Kim Ha, Tran Vu Khanh, Boundary Regularity of the solution to the Complex Monge-Ampere equations on pseudoconvex domain of infinite type, Mathematical Research Letters, Vol. 22, No. 2, 2015
1 Ly Kim Ha, Tran Vu Khanh, Andrew Raich, L^p Estimates for the $\bar\partial$ Equations on a class of infinite type domains, International Journal of Mathematics, Vol. 25, No. 11, 2014

As the leader of the projects

1 Bi峄僽 di峄卬 t铆ch ph芒n cho nghi峄噈 c峄 ph瓢啤ng tr矛nh Cauchy Riemann trong gi岷 t铆ch ph峄ヽ nhi峄乽 bi岷縩
C2016-18- 17 C岷 膼HQG lo岷 C
2聽聽聽聽聽 Nghi锚n c峄﹗ c谩c v岷 膽峄 li锚n quan 膽岷縩 ph瓢啤ng tr矛nh truy峄乶 nhi峄噒 trong kh么ng gian th峄眂 v脿 ph峄ヽ
101.02-2017.06
Nafosted
3聽聽聽聽聽聽聽 V脿i v岷 膽峄 trong ph瓢啤ng tr矛nh 膽岷 h脿m ri锚ng phi tuy岷縩 v脿 phi elliptic
B2019-18-01 C岷 膼HQG lo岷 B
4聽聽聽聽聽聽聽 M峄檛 v脿i xu h瓢峄沶g nghi锚n c峄﹗ m峄沬 trong gi岷 t铆ch 膽i峄乽 h貌a v脿 gi岷 t铆ch ph峄ヽ li锚n k岷縯 v峄沬 h矛nh h峄峜 tr锚n bi锚n
T2022-18-01, c岷 膼HQG, lo岷 A
5聽聽聽聽聽聽聽聽 Problems in nonlinear and nonelliptic partial differential equations in analysis and applications.
Vi峄噉 Nghi锚n c峄﹗ cao c岷 v峄 To谩n – B峄 GD v脿 膼T, 2019.

As a member of the projects

1聽聽聽聽聽聽 漂峄沜 l瓢峄g L^p v脿 Holder cho m峄檛 s峄 Ph瓢啤ng Tr矛nh 膼岷 H脿m Ri锚ng trong kh么ng gian ph峄ヽ nhi峄乽 chi峄乽.
Vi峄噉 Nghi锚n c峄﹗ cao c岷 v峄 To谩n – B峄 GD v脿 膼T,聽 2016
2聽聽聽聽聽聽 Study weighted composition operators and composition operators on function spaces
Nanyang Technology University, Singapore. 2018

A note on the Cauchy-Riemann equation on convex domains of finite/infinite type in C^2, Applied Mathematics in Engineering and Reliability: Proceedings of the 1st International Conference on Applied Mathematics in Engineering and Reliability
ISBN: 9781138029286

1 Th瓢峄焠g C么ng tr矛nh To谩n h峄峜 – Vi峄噉 Nghi锚n c峄﹗ cao c岷 v峄 To谩n – B峄 GD v脿 膼T 2015, 2017, 2018, 2020.
2 C么ng b峄 khoa h峄峜 xu岷 s岷痗 c岷 膼岷 h峄峜 qu峄慶 gia TPHCM 2017, 2019.
3 Gi岷 th瓢峄焠g Khoa h峄峜 v脿 C么ng ngh峄 d脿nh cho gi岷g vi锚n tr岷 trong c谩c c啤 s峄 gi谩o d峄 膽岷 h峄峜 n膬m (Gi岷 Nh岷, ng脿nh: To谩n-Th峄憂g k锚) Gi岷 khen c峄 B峄 tr瓢峄焠g B峄 GD-膼T, hi峄噉 kim B峄 Gi谩o d峄 v脿 膽脿o t岷 2021.