[논문]
신동욱, 전영목, 박은재,
Analysis of hybrid discontinuous Galerkin methods for linearized Navier–Stokes equations,
NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS,
Vol.39,
No.1,
pp. 304-328
(1월, 2023)
[논문]
백재훈, 김승원, 신동욱,
ANOMALY DETECTION FOR AN ORAL HEALTH CARE APPLICATIONUSING ONE CLASS YOLOV3,
JOURNAL OF THE KOREAN SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS ,
Vol.26,
No.4,
pp. 310-322
(12월, 2022)
[논문]
신동욱, 전영목, 박은재,
A novel hybrid difference method for an elliptic equation,
APPLIED MATHEMATICS AND COMPUTATION,
Vol.415,
pp. 126702-1-21
(2월, 2022)
[논문]
신동욱, Muhammad Arshad, 박은재,
Multiscale mortar mixed domain decomposition approximations of nonlinear parabolic equations,
COMPUTERS & MATHEMATICS WITH APPLICATIONS,
pp. 375-385
(9월, 2021)
[논문]
신동욱, 황윤구, 박은재,
Novel adaptive hybrid discontinuous Galerkin algorithms for elliptic problems,
Computational Methods in Applied Mathematics,
pp. 929-951
(6월, 2021)
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[논문]
신동욱, 전영목, 박은재,
Analysis of hybrid discontinuous Galerkin methods for linearized Navier–Stokes equations,
NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS,
Vol.39,
No.1,
pp. 304-328
(1월, 2023)
[논문]
신동욱, 전영목, 박은재,
A novel hybrid difference method for an elliptic equation,
APPLIED MATHEMATICS AND COMPUTATION,
Vol.415,
pp. 126702-1-21
(2월, 2022)
[논문]
신동욱, Muhammad Arshad, 박은재,
Multiscale mortar mixed domain decomposition approximations of nonlinear parabolic equations,
COMPUTERS & MATHEMATICS WITH APPLICATIONS,
pp. 375-385
(9월, 2021)
[논문]
신동욱, 황윤구, 박은재,
Novel adaptive hybrid discontinuous Galerkin algorithms for elliptic problems,
Computational Methods in Applied Mathematics,
pp. 929-951
(6월, 2021)
[논문]
신동욱, 전영목,
Immersed hybrid difference methods for elliptic boundary value problems by artificial interface conditions,
Electronic Research Archive,
pp. 3361-3382
(6월, 2021)
[논문]
백재훈, 김승원, 신동욱,
ANOMALY DETECTION FOR AN ORAL HEALTH CARE APPLICATIONUSING ONE CLASS YOLOV3,
JOURNAL OF THE KOREAN SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS ,
Vol.26,
No.4,
pp. 310-322
(12월, 2022)
[학술회의]
신동욱, 전영목, 박은재,
A hybrid difference method and its postprocessings for second order elliptic problems,
10th International Congress on Industrial and Applied Mathematics,
(8월, 2023)
[학술회의]
신동욱, 전영목, 박은재,
A hybrid difference method and postprocessings for elliptic problems,
International Conference on Spectral and High Order Methods,
(8월, 2023)
[학술회의]
신동욱,
Hybrid DG methods for PDEs,
2023 KSIAM Spring Conference,
(5월, 2023)
[학술회의]
신동욱, 전영목, 박은재,
A postprocessing for the hybrid difference methodfor elliptic problems,
2023년 대한수학회 봄 연구발표회,
(4월, 2023)
[학술회의]
신동욱,
A Hybrid Difference Method with Postprocessing for the Poisson Problem,
KSIAM 2022 Annual Meeting,
(11월, 2022)
[저서]
신동욱, 양한별, 황윤구,
텐서플로로 배우는 수치최적화와 딥러닝 - 기초 수학과 함께 비전부터 언어까지!,
(11월, 2022)