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이기정Kijung Lee

해당 데이터는 존재하지 않습니다.

 편미분 방정식과 random noise를  이용히여 확산현상을 모델링하고 해석한다:
-  Random noise 의 모델링
-  해의 정칙성 연구
-  해의 확률적인 behavior 연구

[논문] 이기정(제1), 김경훈, 서진솔*, Sobolev space theory and Hölder estimates for the stochastic partial differential equations on conic and polygonal domains, Journal of Differential Equations, Vol.340, pp. 463-520 (12월, 2022)
[논문] 이기정(제1), 김도윤, 김경훈*, PARABOLIC SYSTEMS WITH MEASURABLE COEFFICIENTS IN WEIGHTED SOBOLEV SPACES, COMMUNICATIONS ON PURE AND APPLIED ANALYSIS, Vol.21, No.8, pp. 2587-2613 (08월, 2022)
[논문] 김경훈, 서진솔, 이기정*, A refined Greens function estimate of the time measurable parabolic operators with conic domains, POTENTIAL ANALYSIS, Vol.56, No.2, pp. 317-331 (02월, 2022)
[논문] 이기정(제1), 김경훈, 서진솔*, A weighted Sobolev regularity theory of the parabolic equations with measurable coefficients on conic domains in R^d , JOURNAL OF DIFFERENTIAL EQUATIONS, Vol.291, pp. 154-194 (08월, 2021)
[논문] 이기정(제1), 김경훈, Petru A.Cioica-Licht*, On the regularity of the stochastic heat equation on polygonal domains in R2, JOURNAL OF DIFFERENTIAL EQUATIONS, Vol.267, pp. 6447-6479 (11월, 2019)

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테스트

[논문] 이기정(제1), 김경훈, 서진솔*, Sobolev space theory and Hölder estimates for the stochastic partial differential equations on conic and polygonal domains, Journal of Differential Equations, Vol.340, pp. 463-520 (12월, 2022)
[논문] 이기정(제1), 김도윤, 김경훈*, PARABOLIC SYSTEMS WITH MEASURABLE COEFFICIENTS IN WEIGHTED SOBOLEV SPACES, COMMUNICATIONS ON PURE AND APPLIED ANALYSIS, Vol.21, No.8, pp. 2587-2613 (8월, 2022)
[논문] 김경훈, 서진솔, 이기정*, A refined Greens function estimate of the time measurable parabolic operators with conic domains, POTENTIAL ANALYSIS, Vol.56, No.2, pp. 317-331 (2월, 2022)

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