葉乃實

葉乃實

副教授

學歷

美國威斯康辛大學陌地生分校 數學 博士

專長

流體力學、應用數學

  • Date Title
    2023-11-28Nai-Sher Yeh,A Two-Point Boundary Value Problem with Reflection of the Argument,Journal of Function Spaces,vol2023.,1-5
    2021-09-30Chung-Cheng Kuo、 Nai-Sher Yeh,Multiplicative perturbations of local C-cosine functions,Studia Universitatis Babeș-Bolyai Mathematica,vol66(2021).,575-589
    2021-09-08葉乃實,A Note On The Eigenvalue Problem In Forced Capillary-Gravity Waves Inside A Circular Basin Under Hocking’s Edge Condition,Advances and Applications of Fluid Mechanics,vol27.,1-35
    2018-08-01葉乃實,Reconsidering Hocking's Edge Condition: Solution of the Problem of Forced Capillary-Gravity Waves in a Finite Depth Setting,Taiwanese Journal of Mathematics,volVol. 22.,881-899
    2018-01-28Nai-Sher Yeh,On Solvability Theorems of Second-Order Ordinary Differential Equations with Delay,Abstract and Applied Analysis,vol2018.,01-06
    2018-01-24Nai-Sher Yeh、 Yunshyong Chow、 Sophia R.-J. Jang,Dynamics of a population in two patches with dispersal,Journal of Difference Equations and Applications,volIssue 4.,543-563
    2017-05-01Nai-Sher Yeh、 Chung-Cheng Kuo,Multiplicative Perturbations of Local α-Times Integrated C-Semigroups,Acta Mathematica Scientia,volVol. 37(3).,877-888
    2016-06-01Sophia R.-J. Jang、 Nai-Sher Yeh,A descrete-time host-parasitoid model with pest control and Allee effects,Far Eastern Journal of Applied Mathematics,volVol. 94.,343-351
    2015-04-01Nai-Sher Yeh,Hocking's Edge Condition Reconsidered: Solution of the Problem of Capillary-Gravity Waves in a Special Setting,Advances and Applications in Fluid Mechanics,volVol. 17.,241-264
    2014-05-01葉乃實,Rigorous Proof: Interchangeability between di¤erential operators and improper integrals involving the problem of Capillary-Gravity Waves in a Special Setting,輔仁學誌─理工類,vol.,167-184
    2008-02-01Nai-Sher Yeh,The Exact Solutions of the Problems in forced Capillary-Gravity Waves Generated by a Plane Wavemaker under Hocking’s Edge Condition,Taiwanese Journal of Mathematics,vol12.,1-19
    2001-10-01Nai-Sher Yeh,Rigorous Proofs of The Expansion Theorems in The Problems of Forced Capillary-Gravity Waves Generated by Vertical Wavemakers,Fu Jen Studies (Science and Engineering),vol.,1-13
    1999-07-01Mei-Chang Shen、 Nai-Sher Yeh,On a Special Case of Forced Capillary-Gravity Waves in a Circular Basin under Hocking’s Edge Condition,Wave Motion,vol1.,91-96
    1997-09-01Mei-Chang Shen、 Nai-Sher Yeh,Exact Solution for Forced Capillary-Gravity Waves in a Circular Basin under Hocking’s Edge Condition,Wave Motion,volVol. 26.,117-126
  • Date Title
    2013-12-07Nai-Sher Yeh,Forced capillary-gravity waves generated outside of a cylindrical wavemaker of infinite depth under Hocking’s edge condition,2013中華民國數學會年會暨數學學術研討會,中華民國(R.O.C),高雄市
    2008-01-08Nai-Sher Yeh,Solution of the problem in forced capillary-gravity waves generated outside of a cylindrical wavemaker of infinite depth under Hocking’s edge condition,Mei-Chang Shen Symposium on Asymptotic Methods in Fluid Dynamic,美國(United States of America),San Diego, California
    2005-10-21Nai-Sher Yeh,Discussions on the Problems in Forced Capillary-Gravity Waves Generated Outside of a Cylindrical Wavemaker under Hocking’s Edge Condition,The 6th Taiwanese-Philippine Symposium on Analysis,中華民國(R.O.C),
    2002-04-26葉乃實,科學、科技與真理之追求,求真之道,中華民國(R.O.C),臺北縣新莊市
    2002-03-21葉乃實,Eigenvalue Problems in Forced Capillary-Gravity Waves Generated by a Cylindrical Wavemaker under Hockings Edge Condition,The 4th Sino- Phillippines Mathematics Symposium,中華民國(R.O.C),台北縣新莊市
    1999-12-10葉乃實,The Expansion Theorems and the Solutions for Forced Capillary Waves Due to Vertical Wavemakers under Hocking’s Edge Condition,1999年數學學術研討會暨中華民國數學會年會,中華民國(R.O.C),新北市新莊區
  • 期間 主持人 計畫名稱
    2019-08-01~2020-07-31葉乃實以哈京氏邊界條件的毛細重力波設定下地震模型之解
    2009-08-01~2010-07-31葉乃實平行板造波器在哈京氏邊界條件下的毛細重力波問題
    2001-08-01~2002-07-31葉乃實圓柱狀容器中考慮哈京氏邊界模型的毛細重力波之特徵值問題(2.2)
    2000-08-01~2001-07-31葉乃實圓柱狀容器中考慮哈京氏邊界模型的毛細重力波之特徵值問題(1/2)
    1998-12-01~1999-07-31葉乃實圓柱狀容器中受激毛細波動之展開定理
    ~葉乃實圓柱狀容器中考慮哈京氏邊界模型的毛細重力波之特徵值問題(1/2)
    ~葉乃實圓柱狀容器中考慮哈京氏邊界模型的毛細重力波之特徵值問題(2/2)
    ~葉乃實圓柱狀容器中受激毛細波動之展開定理
  • 期間 主持人 計畫名稱 贊助單位
    2022-07-27~2022-07-30葉乃實中醫學理論數學化理工學院數學系
    2005-08-01~2006-07-31葉乃實柱狀容器中雙層液體Evans 氏接觸線條件下之毛細重力波問題輔仁大學研發處
    2001-08-31~2002-06-01葉乃實輔仁大學數學系計算數學學程之特色發展教育部
    2001-08-01~2002-06-01葉乃實輔仁大學數學系計算數學學程之特色發展研發處
    2000-10-01~2001-07-01葉乃實受激毛細重力波問題之展開定理的研究聖言會
  • 年度 單位 獎項
    112私立教育事業協會大智獎
    112輔仁大學指標性期刊論文獎勵
    109輔仁大學學務處導師班級工作成果獎勵
    107輔仁大學指標性期刊論文獎勵
    102私立教育事業協會大勇獎

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