Kim, Kang-Tae
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1

Functions Holomorphic Along a $$C^1$$ Pencil of Holomorphic..:

Cho, Ye-Won Luke ; Kim, Kang-Tae
The Journal of Geometric Analysis.  31 (2021)  11 - p. 10634-10647 , 2021
 
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2

Correction to: Infinite Dimensional Holomorphic Homogeneous..:

Chu, Cho-Ho ; Kim, Kang-Tae ; Kim, Sejun
The Journal of Geometric Analysis.  31 (2021)  4 - p. 4356-4357 , 2021
 
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3

Infinite Dimensional Holomorphic Homogeneous Regular Domain:

Chu, Cho-Ho ; Kim, Kang-Tae ; Kim, Sejun
The Journal of Geometric Analysis.  30 (2019)  1 - p. 223-247 , 2019
 
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5

The Riemann mapping theorem from Riemann's viewpoint:

Greene, Robert E. ; Kim, Kang-Tae
Complex Analysis and its Synergies.  3 (2017)  1 - p. , 2017
 
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7

On Boundary Points at Which the Squeezing Function Tends to..:

Joo, Seungro ; Kim, Kang-Tae
The Journal of Geometric Analysis.  28 (2017)  3 - p. 2456-2465 , 2017
 
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8

On the generalization of Forelli's theorem:

Joo, Jae-Cheon ; Kim, Kang-Tae ; Schmalz, Gerd
Mathematische Annalen.  365 (2015)  3-4 - p. 1187-1200 , 2015
 
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9

Positivity and Completeness of Invariant Metrics:

Ahn, Taeyong ; Gaussier, Hervé ; Kim, Kang-Tae
The Journal of Geometric Analysis.  26 (2015)  2 - p. 1173-1185 , 2015
 
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10

ON THE TANGENTIAL HOLOMORPHIC VECTOR FIELDS VANISHING AT AN..:

KIM, KANG-TAE ; VAN THU, NINH
Transactions of the American Mathematical Society.  367 (2015)  2 - p. 867-885 , 2015
 
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11

Stably-interior points and the Semicontinuity of the Automo..:

Greene, Robert E. ; Kim, Kang-Tae
Mathematische Zeitschrift.  277 (2014)  3-4 - p. 909-916 , 2014
 
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12

A generalization of Forelli's theorem:

Joo, Jae-Cheon ; Kim, Kang-Tae ; Schmalz, Gerd
Mathematische Annalen.  355 (2012)  3 - p. 1171-1176 , 2012
 
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14

CR Manifolds Admitting a CR Contraction:

Kim, Kang-Tae ; Yoccoz, Jean-Christophe
Journal of Geometric Analysis.  21 (2010)  2 - p. 476-493 , 2010
 
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15

A Kobayashi metric version of Bun Wong's theorem:

Kim, Kang-Tae ; Krantz, Steven G.
Complex Variables and Elliptic Equations.  54 (2009)  3-4 - p. 355-369 , 2009
 
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