蔣淑珺

職稱：副教授

系室：工業工程與物流系

辦公室：行政樓615

電話： 021-67874149

E-mail: jiangshujuns@sina.com

個人簡介🧖🏻‍♀️：

科研論文：

[1] Lixin Tang, Shujun Jiang*. Rolling horizon approach for dynamic parallel machine scheduling problem with release times. Industrial and Engineering Chemistry Research, 2010, 49 (1): 381-389. (SCI 2區👩‍👩‍👧‍👦🧕🏿，工業工程與管理Top期刊)

[2] Lixin Tang, Shujun Jiang*. The charge batching planning problem in steelmaking process using Lagrangian relaxation algorithm. Industrial and Engineering Chemistry Research, 2009, 48 (16): 7780-7787. ((SCI 2區㊗️，工業工程與管理Top期刊)

[3] 蔣淑珺，鋼鐵企業批量計劃及調度理論研究. 江西科學技術出版社,2013,12（135千字）

[4] Shujun Jiang. Lagrangian relaxation for parallel machine batch scheduling with deteriorating jobs. International Conference on Management of e-Commerce and e-Government, 2011, 109-112. (EI 收錄)

[5] Shujun Jiang*, Zhilong Li. Order-Lipschitz mappings restricted with linear bounded mappings in normed vector spaces without normalities of involving cones via methods of upper and lower solutions. Filomat,2018(32):19, 6691-6698. (SCI 3區)

[6]Zhilong Li, Shujun Jiang*, Fixed point theorems of nondecreasing order-Ciric-Lipschitz mappings in normed vector spaces without normalities of cones, Journal of Nonlinear sciences and Applications, 2017(10), 18-26. (SCI 2區)

[7] Zhilong Li, Shujun Jiang*, Rade Lazovi´. On order-Lipschitz mappings in Banach spaces without normalities of involving cones, Journal of Nonlinear sciences and Applications, 2017(10), 27-33. (SCI 2區)

[8] Shujun Jiang, Zhilong Li*, Shihua Luo. Fixed point theorems of set-valued mappings in partially ordered hausdorff topological spaces. Abstract and Applied Analysis, volume 2014, Article ID 232413. (SCI 2區)

[9] Zhilong Li*, Shujun Jiang. Quasi-contractions restricted with linear bounded mappings in cone metric spaces. Fixed Point Theory and Applications,2014,87. (SCI 1區)

[10] Zhilong Li*, Shujun Jiang. Common fixed point theorems of contractions in partial cone metric spaces over nonnormal cones. Abstract and Applied Analysis,volume 2014,Article ID 653841. (SCI 2區)

[11] Shujun Jiang, Zhilong Li*. Nonlinear quasi-contractions in non-normal cone metric spaces. Fixed Point Theory and Applications,2014,165. (SCI 1區)

[12] Zhilong Li*, Shujun Jiang. Correction: Nonlinear quasi-contraction in non-normal cone metric spaces. Fixed Point Theory and Applications,2014,196. (SCI 1區)

[13] Zhilong Li, Shujun Jiang. On Fixed Point Theory of Monotone Mappings with respect to a partial order introduced by a vector functional in cone metric spaces. Abstract and Applied Analysis,volume 2013,Article ID 349305. (SCI 2區)

[14] Shujun Jiang, Zhilong Li. Largest and least fixed point theorems of increasing mappings in partially ordered metric spaces. Fixed Point Theory and Applications,2013,74. (SCI 1區)

[15] Shujun Jiang, Zhilong Li. Generalized contractions of rational type in ordered partial metric spaces. Abstract and Applied Analysis, volume 2013,Article ID 928017. (SCI 2區)

學術專著🤟🏽🚯：

蔣淑珺🍄‍🟫，鋼鐵企業批量計劃及調度理論研究. 江西科學技術出版社,2013,12

科研項目🧑🏿‍🔧：

[1]鋁工業電解-熔鑄供應鏈調度問題研究 (71462015)🧶，排名1，國家自然科學基金，2015.01.01-2018.12.31

[2]有色金屬企業內部供應鏈調度問題研究-以鋁行業為例 (20151BAB201023)🏋️，排名1，江西省自然科學基金項目，2015.12.20-2017.12.24

[3]鋁工業多工序企業內部供應鏈調度問題研究 (GJJ150479)💃🏿👨🏼‍🚒，排名1，江西省教育廳科學技術研究項目🔍，2016.01.01-2017.12.31

[4]美國密歇根州立大學訪問學者，國家留學基金委面上項目(14萬)🧾， 2016.09 – 2017.09

[5]具有惡化特征的新型調度問題研究 (GJJ12280)🥔，排名1，江西省教育廳科學技術研項目，2012.01.01-2014.12.31

[6]具有惡化特征的新型調度問題研究 (20114BAB211006)🎮，排名1👩‍🦰，江西省自然科學基金項目,2012.01.01-2014.12.31

[7]新型批處理機調度研究 (0.2萬)👨🏻‍🎓✌🏿，排名1🈯️，江西財經大學自然科學基金青年項目，2010.11.29-2012.12.31

[8]主體匹配意願視角下直覺模糊雙邊匹配決策理論與方法研究 (71861015)👎🏿，排名2，國家自然科學基金🈳，2019.01.01-2022.12.31

[9]考慮心理行為因素的雙邊匹配決策理論與方法研究 (71261007)🎋，排名2🚴🏼‍♀️，國家自然科學基金，2012.08.17-2016.12.31

[10]基於動態數據與先驗認知混雜驅動的高爐冶煉過程多尺度建模與優化 (61263014)🚢，排名3📋，國家自然科學基金🟠，2012.09.01-2016.12.30