학위
-
박사,
성균관대학교(자연과학캠퍼스) 수학과 (세부전공 : 해석학(함수해석, 작용소이론)),
200008
-
석사,
상명대학교 수학과 (세부전공 : 해석학),
199302
-
학사,
상명대학교 수학교육 (세부전공 : 수학),
198902
경력
-
Irvine,
University of California,
(2012.~2013.)
-
전임연구원,
이화여자대학교,
(2002.08~2004.)
-
Post Doctor,
California State Univ. Long B.,
(2001.08~2002.08)
-
선임연구원,
성균관대학교,
(2001.04~2004.08)
-
시간강사,
성균관대,
(1997.03~2002.02)
-
시간강사,
상명대,
(1994.03~2004.08)
논문
-
Multiplicity of Radially Symmetric Small Energy Solutions for Quasilinear Elliptic Equations Involving Nonhomogeneous Operators,
mathematics,
202001
-
Multiplicity of weak solutions to non-local elliptic equations involving the fractional p(x)-Laplacian,
Journal of Mathematical Physics,
202001
-
Existence of Small-Energy Solutions to Nonlocal Schrodinger-Type Equations for Integrodifferential Operators in $\Bbb R^{N}$,
Symmetry,
201912
-
The modulus multiplication transform of bounded linear operators,
충청수학회지,
201808
-
THE MODULUS MULTIPLICATION TRANSFORM OF BOUNDED LINEAR OPERATORS,
JOURNAL OF THE CHUNGCHEONG MATHEMATICAL SOCIETY,
201808
-
BACKWARD EXTENSION OF SUBNORMAL 2-VARIABLE WEIGHTED SHIFTS,
충청수학회지,
201505
-
Weakly subnormal weighted shifts need not be 2-hyponormal,
한국수학논문집,
201503
-
m-isometric weighted shifts,
Journal of Chungcheong Mathematical Society,
201402
-
ON PUTINAR'S MATRICIAL MODEL OPERATOR OF RANK 2,
충청수학회지,
201302
-
On the norm attaining operators,
한국수학논문집,
201212
-
Completion of stochastic Hankel partial contractions of extremal type,
충청수학회지,
201109
-
operators with rank one selfcommutators,
Journal of the Chungcheong Mathematical Society,
20103
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on the 2-variable subnormal completion problem,
충청수학회지,
20090930
-
k-hyponormality and weighted shifts,
KOREAN JOURNAL OF MATHEMATICS,
20090930
-
On the operator equation AB=zBA,
Scinentiae Mathematicae Japonicae Online,
20090208
-
On Xia's Proposition,
International Mathematical Forum,
20090206
-
joint ewak subnormality of operaot0rs,
충청수학회지,
20080630
-
포트폴리오를 활용한 수학과 수준별 수업,
한국학교수학회논문집,
20071230
-
포트폴리오를 활용한 수학과 수준별 수업,
한국학교수학회논문집,
200712
-
Riesz Idempotent and Weyl's theorem for w-hyponormal operators,
integral equations an doperator theory,
200510
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Riesz Idempotent and Weyl's Theorem for w-hyponormal operators,
INTEGRAL EQUATIONS AND OPERATOR THEORY ,
200509
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The spectral property \sigma(Re(T)) = Re(\sigma(T)) of p-hyponormal operators,
한국수학교육학회지 시리즈 B : 순수 및 응용수학,
200508
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the spectral property \sigma(Re(T))= Re(\sigma(T)) of p-hyponormal operators,
한국수학교육학회지 시리즈 B : 순수 및 응용수학,
200508
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The spectral properties for algebraically paranormal operators,
자연과학연구 제15호,
20050630
-
the spectral properties for algebraically paranormal operaotrs,
자연과학연구 제15호,
200506
-
Spectrum of class A(s,t) operators,
Acta Sci. Math. (Szeged),
200411
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On the projective property of p-hyponormal operators,
자연과학연구 제14호,
200411
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Spectrum of class A(s,t) operators,
Acta Sci. Math.(Szeged),
200411
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A 작용소 들의 스펙트럼 성질,
Trends in mathematics,
200312
-
p-hyponormality is not translation-invariant,
Proc. Amer. math. Soc,
200312
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On p-quasihyponormal operators and quasisimilarity,
Math. Inequal. Appl,
200304
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Joint spectra of n-tuples of generalized Aluthge transformations,
Rev. Roumaine math. Pures Appl.,
200111
-
A note of real parts od some semi-hyponormal operators,
Acta.Sci.Math,
200012
-
Spectral and structural properties of log-hyponormal operators,
Glasg. Math. J.,
200009
-
Joint spectra of duobly commuting n-tuples of operators and their aluthge transforms,
Nihonkai Math. J.,
200006
저역서
-
복소해석학,
경문사,
20090305
-
수학과 문명,
한국문헌,
200502
학술발표
-
the projective property for some operator classes including p-hyponormal operator,
한국여성수리과학회,
20081222
-
the projective property for w-hyponormal operators,
사범대학-교육연구소 2008 전국학술대회,
20081209
-
on class a operators,
사범대학-교육연구소 2007 전국 학술대회,
20071212
-
on class A operators,
20071201
-
중고등학교 수학과 수준별 수업을 위한 모델,
20061201
-
중고등학교 수학과 수준별 수업을 위한 모델,
사범대학-교육연구소,
200612
-
The projective property for some operators,
International Workshop on Operator theory and its Applications,
200607
-
p 하이포노멀 작용소의 프로젝티브 성질에 대하여,
대한수학회,
200604
-
The projective property for some operator class,
Korean Women in Mathematical Sciences,
200506
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'미적분의 기본정리' 와 적분지도에 관하여,
상명대학교 사범대학-교육연구소,
200412
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Spectrum of Class A(s,t) 작용소들의 스펙트럼,
대한수학회,
200410
