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呂楊凱(Yang-Kai Lue)助理教授(微積分)

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  • Email: luf961@gmail.com
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近兩學期教授課程
  • 113 學年度第一學期:

  • 113 學年度第二學期:
    • 微積分甲(二)
    • 微積分乙(二)
履歷
  • 學歷
    • 台灣大學數學系博士 (2012)
    • 台灣大學數學系碩士 (2006)
    • 台灣大學數學系學士 (2004)
  • 學術專長暨研究領域
    • 量子電腦、量子資訊、幾何流動
  • 學術經歷與榮譽
      1. Assistant Research Scholar, Aug. 2020-, Department of Applied
      2. Mathematics, National Yang Ming Chiao Tung University (NYCU), Taiwan.
      3. Special Assistant, Jan. 2020 – Jul.2020, Department of Mathematics,
      4. National Taiwan Normal University (NTNU), Taiwan.
      5. Postdoctoral Fellow, Aug. 2019 –Dec. 2019 , Department of Mathematics, National Taiwan Normal University (NTNU), Taiwan.
      6. Postdoctoral Fellow, Aug. 2016 - Jul. 2019, Mathematics Division,
      7. National Center for Theoretical Science (NCTS), Taiwan
      8. Part-time assistant professor (Calculus teacher), Aug. 2016-Jul.2018.
      9. Postdoctoral Fellow, Aug. 2014 - Jul. 2016, Department ofMathematics, National Taiwan Normal University (NTNU), Taiwan.
      10. Part-time assistant professor (Calculus teacher), Aug. 2013-Jul. 2014.
      11. Postdoctoral Fellow, Aug. 2012 – Jul. 2014, Department of Mathematics, National Tsing Hua University (NTHU), Taiwan.


著作選集

    (A)   Refereed Papers:

      1. Y.-I. Lee and Y.-K. Lue, The stability of self-shrinkers of mean curvature flow in higher codimension, Trans. Amer. Math. Soc. 367
      2. (2015), 2411-2435.
      3. C.-C. Lin, Y.-K. Lue, and H. R. Schwetlick, The second order L2 -flow of inextensible elastic curves with hinged ends in the plane. Journal of Elasticity 119 (2015), pp. 263-291.
      4. C.-C. Lin and Y.-K. Lue, Evolving inextensible and elastic curves with clamped ends under the second-order evolution equation in R2. Geometric Flows 3(1) (2018), pp. 14-18.
      5. J.-E Chang and Y.-K. Lue, Uniqueness of regular shrinkers with two closed regions. Geometriae Dedicata 216:17 (2022), pp. 1-34
      6. C.-C. Lin, Y.-K. Lue and Dung The Tran, A second-order elastic flow for path planning in R2. Commun. Contemp. Math. (2023)

    (B)   Conference Papers:

      1. Mathematical Conference and Annual Meeting of the Taiwan
      2. Mathematical Society. December 7-December 9, 2012. Hsinchu, Taiwan. Title: The Stability of Self-Shrinkers of Mean Curvature Flow in Higher Codimension.
      3. The 4th Japan-Taiwan Joint Workshop for Young Scholars in Applied Mathematics. February 28-March 2, 2013. Omiya Campus of Ryukoku University, Japan. Title: The stability of self-shrinkers of mean curvature flow.
      4. The 8th Taiwan Geometry Symposium. May 24, 2014. Institute of Mathematics Academia Sinica, Taiwan. Title: The second-order L2-flow of inextensible elastic curves with hinged ends in the plane.
      5. Differential Geometry Seminar. November 19, 2015. National Center for Theoretical Sciences, Taiwan. Title: The second-order L2-flow of inextensible elastic plane curves with boundary.
      6. Young Geometers Workshop. December 13, 2015. National Center for Theoretical Sciences, Taiwan. Title: L2-flow of inextensible elastic plane curves with boundary.
      7. NCTS Seminar in Differential Geometry. November 7, 2016. National Center for Theoretical Sciences, Taiwan. Title: Gromov-Hausdorff topology (II).
      8. NCTS Seminar in Differential Geometry. November 14, 2016. National Center for Theoretical Sciences, Taiwan. Title: Gromov-Hausdorff topology (III).
      9. 2017 NCTS Mini-Workshop on Geometric Analysis. January 5, 2017. National Center for Theoretical Sciences, Taiwan. Title: The second order L2-flow of inextensible elastic curves with boundary condition.
      10. 2017 Taiwan Mathematical Society Annual Meeting. December 10,
      11. 2017. National Center for Theoretical Sciences, Taiwan. Title: Thesecond-order L^2-flow of inextensible elastic curve.
      12. 2018 NCTS Spring Day. March 17, 2018. National Center for Theoretical Sciences, Taiwan. Title: The gradient-flow of inextensible elastic curve.
      13. 2019 NCTS Spring Day. March 21, 2019. National Center for Theoretical Sciences, Taiwan. Title: Uniqueness of regular shrinkers with two enclosed regions.
      14. Colloquium May 24, 2019. National Cheng Kung University, Tainan, Taiwan. Title: Network flowing by curvature Differential Geometry Seminar May 24, 2019. National Cheng Kung University, Tainan, Taiwan. Title: Classification of regular-shrinkers with two enclosed regions
      15. 2021 Frontiers of Science-Summer Camp: Quantum computing Jul. 30, 2021. Ministry of Education, MOST, NTNU, NCKU, Taiwan. Title: Quantum counting.
      16. 2021 Frontiers of Science-Summer Camp: Quantum computing Jul. 30, 2021. Ministry of Education, MOST, NTNU, NCKU, Taiwan. Title: Quantum simulation.

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