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신동욱
신동욱
  • 박사
  • 수학전공(과)
 교직원
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  • 2016.02 연세대학교대학원 박사
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2020.03 - 2022.08 조교수, 명지대학교 수학과
2018.08 - 2020.02  선임연구원, 국가수리과학연구소
2016.03 - 2018.07  박사후연구원, 연세대학교 응용해석 및 계산센터
논문 및 연구활동 연구활동(주요논문)
  1. [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 (Jan, 2023)
  2. [논문] 신동욱, 전영목, 박은재, A novel hybrid difference method for an elliptic equation , APPLIED MATHEMATICS AND COMPUTATION , Vol.415 , pp.126702-1 -21 (Feb, 2022)
  3. [논문] 신동욱, Muhammad Arshad, 박은재, Multiscale mortar mixed domain decomposition approximations of nonlinear parabolic equations , COMPUTERS & MATHEMATICS WITH APPLICATIONS , pp.375 -385 (Sep, 2021)
  4. [논문] 신동욱, 황윤구, 박은재, Novel adaptive hybrid discontinuous Galerkin algorithms for elliptic problems , Computational Methods in Applied Mathematics , pp.929 -951 (Jun, 2021)
  5. [논문] 신동욱, 전영목, Immersed hybrid difference methods for elliptic boundary value problems by artificial interface conditions , Electronic Research Archive , pp.3361 -3382 (Jun, 2021)
국제학술논문지
  1. [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 (Jan, 2023)
  2. [논문] 신동욱, 전영목, 박은재, A novel hybrid difference method for an elliptic equation , APPLIED MATHEMATICS AND COMPUTATION , Vol.415 , pp.126702-1 -21 (Feb, 2022)
  3. [논문] 신동욱, Muhammad Arshad, 박은재, Multiscale mortar mixed domain decomposition approximations of nonlinear parabolic equations , COMPUTERS & MATHEMATICS WITH APPLICATIONS , pp.375 -385 (Sep, 2021)
  4. [논문] 신동욱, 황윤구, 박은재, Novel adaptive hybrid discontinuous Galerkin algorithms for elliptic problems , Computational Methods in Applied Mathematics , pp.929 -951 (Jun, 2021)
  5. [논문] 신동욱, 전영목, Immersed hybrid difference methods for elliptic boundary value problems by artificial interface conditions , Electronic Research Archive , pp.3361 -3382 (Jun, 2021)
국내학술논문지
  1. [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 (Dec, 2022)
국제학술발표
  1. [학술회의] 신동욱, 김미영, Discontinuous Galerkin methods with Lagrange multipliers for convection-diffusion-reaction problems , 10th International Conference on Computational Methods in Applied Mathematics (CMAM-10) (Jun, 2024)
  2. [학술회의] 신동욱, 전영목, 박은재, A hybrid discontinuous Galerkin method with stabilizations for linearized Navier-Stokes equations , 10th International Conference on Computational Methods in Applied Mathematics (CMAM-10) (Jun, 2024)
  3. [학술회의] 신동욱, 전영목, 박은재, A hybrid discontinuous Galerkin method for linearized Navier-Stokes equations , The 28th International Conference on Domain Decomposition (DD28) (Jan, 2024)
  4. [학술회의] 신동욱, 전영목, 박은재, A hybrid difference method and its postprocessings for second order elliptic problems , 10th International Congress on Industrial and Applied Mathematics (Aug, 2023)
  5. [학술회의] 신동욱, 전영목, 박은재, A hybrid difference method and postprocessings for elliptic problems , International Conference on Spectral and High Order Methods (Aug, 2023)
국내학술발표
  1. [학술회의] 신동욱, Hybrid DG methods for PDEs , 2023 KSIAM Spring Conference (May, 2023)
  2. [학술회의] 신동욱, 전영목, 박은재, A postprocessing for the hybrid difference methodfor elliptic problems , 2023년 대한수학회 봄 연구발표회 (Apr, 2023)
  3. [학술회의] 신동욱, A Hybrid Difference Method with Postprocessing for the Poisson Problem , KSIAM 2022 Annual Meeting (Nov, 2022)
저서 및 번역
  1. [저서] 신동욱, 양한별, 황윤구, 텐서플로로 배우는 수치최적화와 딥러닝 - 기초 수학과 함께 비전부터 언어까지! (Nov, 2022)
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