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Tel (Fax) : 02-958-XXXX
- 니스 무니
- KIAS Assistant Professor
- Algebraic Geometry
- Office 1417
- Tel 2568 / Fax 3786
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- 박진형
- KIAS Assistant Professor
- Algebraic Geometry
- Office 1415
- Tel 2572 / Fax
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- 골러, 토마스
- Research Fellow
- Algebraic Geometry
- Office : 1513
- Tel : 3840 | Fax :
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- 김광섭
- Research Fellow
- Number Theory
- Office : 1408
- Tel : 3845 | Fax : 3786
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- 김민훈
- Research Fellow
- low-dimensional topology
- Office : 1434
- Tel : 3727 | Fax : 3786
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- 김승기
- Research Fellow
- Number theory, lattice problems
- Office : 1538
- Tel : 3809 | Fax : 3786
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- 김완수
- Research Fellow
- arithmetic geometry, algebraic number theory
- Office : 1536
- Tel : 958-3744 | Fax :
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- 김은미
- Research Fellow
- Number Theory
- Office : 7316
- Tel : 3749 | Fax : 3820
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- 김찬호
- Research Fellow
- number theory
- Office : 1536
- Tel : 3722 | Fax : 3786
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On the indivisibility of derived Katos Euler systems and the main conjecture for modular forms Title : On the indivisibility of derived Katos Euler systems and the main conjecture for modular forms Author : Chan-Ho Kim, Myoungil Kim, Hae-Sang Sun Journal :
On the indivisibility of derived Katos Euler systems and the main conjecture for modular forms NUMBER M17010 AUTHOR Chan-Ho Kim, Myoungil Kim, Hae-Sang Sun TITLE On the indivisibility of derived Katos Euler systems and the main conjecture for modular forms ARCHIVE https://arxiv.org/abs/1709.05780 FILE JOURNAL ABSTRACT
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Overconvergent quaternionic forms and anticyclotomic p-adic L-functions Title : Overconvergent quaternionic forms and anticyclotomic p-adic L-functions Author : Chan-Ho Kim Journal :
Overconvergent quaternionic forms and anticyclotomic p-adic L-functions NUMBER M17009 AUTHOR Chan-Ho Kim TITLE Overconvergent quaternionic forms and anticyclotomic p-adic L-functions ARCHIVE https://arxiv.org/abs/1705.01712 FILE JOURNAL ABSTRACT
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An anticyclotomic Mazur-Tate conjecture for modular forms Title : An anticyclotomic Mazur-Tate conjecture for modular forms Author : Chan-Ho Kim Journal :
An anticyclotomic Mazur-Tate conjecture for modular forms NUMBER M17008 AUTHOR Chan-Ho Kim TITLE An anticyclotomic Mazur-Tate conjecture for modular forms ARCHIVE https://arxiv.org/abs/1612.03743 FILE JOURNAL ABSTRACT
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Variation of anticyclotomic Iwasawa invariants in Hida families Title : Variation of anticyclotomic Iwasawa invariants in Hida families Author : Francesc Castella, Chan-Ho Kim, Matteo Longo Journal :
Variation of anticyclotomic Iwasawa invariants in Hida families NUMBER M17007 AUTHOR Francesc Castella, Chan-Ho Kim, Matteo Longo TITLE Variation of anticyclotomic Iwasawa invariants in Hida families ARCHIVE https://arxiv.org/abs/1504.06310 FILE JOURNAL ABSTRACT
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On the freeness of anticyclotomic Selmer groups of modular forms Title : On the freeness of anticyclotomic Selmer groups of modular forms Author : Chan-Ho Kim, Robert Pollack, Tom Weston Journal : International Journal of Number Theory, accepted
On the freeness of anticyclotomic Selmer groups of modular forms NUMBER M16004 AUTHOR Chan-Ho Kim, Robert Pollack, Tom Weston TITLE On the freeness of anticyclotomic Selmer groups of modular forms ARCHIVE FILE freeness_IJNT_submit.pdf JOURNAL International Journal of Number Theory, accepted ABSTRACT We establish the freeness of certain anticyclotomic Selmer groups of modular forms.
The freeness of these Selmer groups plays a key role in the Euler system arguments
introduced in [BD05]. In particular, our result fills some implicit gaps in [PW11] and
[CH15] which in turn allows the results of these papers to hold for modular forms
whose residual representations are not minimally ramified. Removing these minimal
ramification conditions is essential for applications of congruences of modular forms
to anticyclotomic Iwasawa theory as in [PW11, §7] and [Kim].
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Anticyclotomic Iwasawa invariants and congruences of modular forms Title : Anticyclotomic Iwasawa invariants and congruences of modular forms Author : Chan-Ho Kim Journal : Asian Journal of Mathematics, to appear
Anticyclotomic Iwasawa invariants and congruences of modular forms NUMBER M15013 AUTHOR Chan-Ho Kim TITLE Anticyclotomic Iwasawa invariants and congruences of modular forms ARCHIVE FILE summary_revised_final.pdf JOURNAL Asian Journal of Mathematics, to appear ABSTRACT The main purpose of this article is to examine how congruences between Hecke eigensystems of modular
forms affect the Iwasawa invariants of their anticyclotomic p-adic L-functions. We apply Greenberg-
Vatsal and Emerton-Pollack-Westons ideas on the variation of Iwasawa invariants under congruences
to the anticyclotomic setting. As an application, we establish infinitely many new examples of the
anticyclotomic main conjecture for modular forms, which cannot be treated by Skinner-Urbans work.
An explicit example is given.
- 김화길
- Research Fellow
- Partial Differential Equations
- Office : 7401
- Tel : 2536 | Fax : 3820
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- 니에, 신
- Research Fellow
- Hyperbolic geometry
- Office : 7317
- Tel : 3835 | Fax : 3820
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- 미우라, 마코토
- Research Fellow
- Mirror Symmetry
- Office : 1539
- Tel : 2634 | Fax :
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Projective reconstruction in algebraic vision Title : Projective reconstruction in algebraic vision Author : Atsushi Ito, Makoto Miura, Kazushi Ueda Journal :
Projective reconstruction in algebraic vision NUMBER M17011 AUTHOR Atsushi Ito, Makoto Miura, Kazushi Ueda TITLE Projective reconstruction in algebraic vision ARCHIVE math.AG/1710.06205 FILE JOURNAL ABSTRACT
- 바미디, 스리달
- Research Fellow
- Algebraic Geometry
- Office : 1228
- Tel : 2542 | Fax :
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- 박경배
- Research Fellow
- Low-dimensional topology
- Office : 1228
- Tel : 3726 | Fax : 3786
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- 박병도
- Research Fellow
- Algebraic Topology
- Office : 1436
- Tel : 3746 | Fax : 3786
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- 박철
- Research Fellow
- Number Theory
- Office : 1310
- Tel : 3860 | Fax : 3786
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- 박한철
- Research Fellow
- Toric Topology
- Office : 1438
- Tel : 3851 | Fax : 3786
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- 부, 덕 비엣
- Research Fellow
- Pluripotential theory, Complex Dynamics and Complex geometry
- Office : 1228
- Tel : 2563 | Fax :
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- 서성미
- Research Fellow
- Analysis, Probability
- Office :
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- 서애령
- Research Fellow
- Complex Geometry
- Office : 1539
- Tel : 2636 | Fax : 3786
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- 신지용
- Research Fellow
- Probability Theory
- Office : 1310
- Tel : 3896 | Fax : 3786
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- 신형석
- Research Fellow
- Symplectic Geometry
- Office : 1430
- Tel : 3741 | Fax : 3786
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- 안태용
- Research Fellow
- Complex Analysis and Complex Dynamics
- Office : 1228
- Tel : 3831 | Fax : 3786
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- 오정석
- Research Fellow
- Algebraic geometry
- Office : 1436
- Tel : 2541 | Fax : 3786
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- 이상욱
- Research Fellow
- Symplectic geometry
- Office : 1513
- Tel : 2513 | Fax :
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- 장동훈
- Research Fellow
- Group actions on manifolds, Symplectic geometry
- Office : 1421
- Tel : 3762 | Fax : 3786
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Circle actions on four-dimensional oriented manifolds with discrete fixed point sets Title : Circle actions on four-dimensional oriented manifolds with discrete fixed point sets Author : Donghoon Jang Journal :
Circle actions on four-dimensional oriented manifolds with discrete fixed point sets NUMBER M17004 AUTHOR Donghoon Jang TITLE Circle actions on four-dimensional oriented manifolds with discrete fixed point sets ARCHIVE arXiv:1703.05464 FILE JOURNAL ABSTRACT In this paper, we classify the weights at the fixed points of a circle action on
a 4-dimensional compact oriented manifold with a discrete fixed point set.
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Circle actions on almost complex manifolds with 4 fixed points Title : Circle actions on almost complex manifolds with 4 fixed points Author : Donghoon Jang Journal :
Circle actions on almost complex manifolds with 4 fixed points NUMBER M17003 AUTHOR Donghoon Jang TITLE Circle actions on almost complex manifolds with 4 fixed points ARCHIVE arXiv:1701.08238 FILE JOURNAL ABSTRACT
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Hamiltonian circle actions on eight-dimensional manifolds with minimal fixed sets Title : Hamiltonian circle actions on eight-dimensional manifolds with minimal fixed sets Author : Donghoon Jang, Susan Tolman Journal : Transformation Groups
Hamiltonian circle actions on eight-dimensional manifolds with minimal fixed sets NUMBER M17002 AUTHOR Donghoon Jang, Susan Tolman TITLE Hamiltonian circle actions on eight-dimensional manifolds with minimal fixed sets ARCHIVE arXiv:1408.6580 FILE JOURNAL Transformation Groups ABSTRACT
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Circle actions on almost complex manifolds with isolated fixed points Title : Circle actions on almost complex manifolds with isolated fixed points Author : Donghoon Jang Journal : Journal of Geometry and Physics
Circle actions on almost complex manifolds with isolated fixed points NUMBER M15010 AUTHOR Donghoon Jang TITLE Circle actions on almost complex manifolds with isolated fixed points ARCHIVE arXiv:1510.00952 FILE JOURNAL Journal of Geometry and Physics ABSTRACT The author proved that if the circle acts symplectically on a compact,
connected symplectic manifold M with three fixed points, then M is
equivariantly symplectomorphic to some standard action on
$mathbb{CP}^2$. In this paper, we extend the result to a circle action
on an almost complex manifold; if the circle acts on a compact, connected
almost complex manifold M with exactly three fixed points, then $dim
M=4$. Moreover, we deal with the cases of one fixed point and two fixed
points.
- 정승조
- Research Fellow
- Algebraic Geometry
- Office : 1434
- Tel : 3775 | Fax : 3786
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- 조유미
- Research Fellow
- Partial differential equations
- Office : 1419
- Tel : 3844 | Fax : 3786
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- 하준수
- Research Fellow
- Number Theory
- Office : 1408
- Tel : 3733 | Fax : 3786
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- 함세헌
- Research Fellow
- Harmonic Analysis
- Office : 1525
- Tel : 3818 | Fax : 3786
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- 홍규식
- Research Fellow
- Algebraic Geometry
- Office : 1426
- Tel : 3858 | Fax : 3786
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- 김호성
- Project Research Fellow
- Algebraic Geometry
- Office : 1531
- Tel : 2531 | Fax : 3786
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- 리, 치펭
- Project Research Fellow
- Algebraic Geometry
- Office : 1531
- Tel : 2531 | Fax : 3786
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- 이재정
- Project Research Fellow
- Hyperbolic geometry
- Office : 8205
- Tel : | Fax : 9538000
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- 후, 용
- Project Research Fellow
- Algebraic Geometry
- Office : 1531
- Tel : 2531 | Fax : 3770
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