사진

Lim, Sungbin (임성빈)

Department
School of Management Engineering(경영공학부)
Research Interests
Lab
Website
This table browses all dspace content
Issue DateTitleAuthor(s)TypeViewAltmetrics
2019-07A SOBOLEV SPACE THEORY FOR STOCHASTIC PARTIAL DIFFERENTIAL EQUATIONS WITH TIME-FRACTIONAL DERIVATIVESKim, Ildoo; Kim, Kyeong-Hun; Lim, SungbinARTICLE75 A SOBOLEV SPACE THEORY FOR STOCHASTIC PARTIAL DIFFERENTIAL EQUATIONS WITH TIME-FRACTIONAL DERIVATIVES
2017-01An L-q(L-p)-theory for the time fractional evolution equations with variable coefficientsKim, Ildoo; Kim, Kyeong-Hun; Lim, SungbinARTICLE63 An L-q(L-p)-theory for the time fractional evolution equations with variable coefficients
2016-10An L (q) (L (p) )-Theory for Parabolic Pseudo-Differential Equations: Caldern-Zygmund ApproachKim, Ildoo; Lim, Sungbin; Kim, Kyeong-HunARTICLE37 An L (q) (L (p) )-Theory for Parabolic Pseudo-Differential Equations: Caldern-Zygmund Approach
2016-07ASYMPTOTIC BEHAVIORS OF FUNDAMENTAL SOLUTION AND ITS DERIVATIVES TO FRACTIONAL DIFFUSION-WAVE EQUATIONSKim, Kyeong-Hun; Lim, SungbinARTICLE42 ASYMPTOTIC BEHAVIORS OF FUNDAMENTAL SOLUTION AND ITS DERIVATIVES TO FRACTIONAL DIFFUSION-WAVE EQUATIONS
2016-04Parabolic Littlewood-Paley inequality for a class of time-dependent pseudo-differential operators of arbitrary order, and applications to high-order stochastic PDEKim, Ildoo; Kim, Kyeong-Hun; Lim, SungbinARTICLE49 Parabolic Littlewood-Paley inequality for a class of time-dependent pseudo-differential operators of arbitrary order, and applications to high-order stochastic PDE
2015-07Parabolic BMO estimates for pseudo-differential operators of arbitrary orderKim, Ildoo; Kim, Kyeong-Hun; Lim, SungbinARTICLE47 Parabolic BMO estimates for pseudo-differential operators of arbitrary order

MENU