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[Content_Types].xmlPK 嘚釦_rels/PK嘚釦ブх6  8_rels/.relsPK 嘚釦theme/PK 嘚釦 $theme/theme/PK 嘚釦theme/theme/_rels/PK嘚釦褠煰' Ktheme/theme/_rels/themeManager.xml.relsPK嘚釦L栃  theme/theme/theme1.xmlPK嘚釦ky} Ntheme/theme/themeManager.xmlPK ?h XTableStyleMedium2PivotStyleLight16`齊sheet 1VV?簨噀{|媁簨噀槝顅,{N\O€{|媁,{N\O€惎媆O€@b^\USMO@b g\O€vQ諲\O€裇h?鶴Hr鰁魰簨噀l弣簨噀6eU_裇h Rir/簨噀茤 Rir{|媁f[褃钑{|6eU_{|+RNf[褃y橆veg恘裇h凈V簨噀茤鶴HrUSMOW[peUSMOMO!ksQ.昗[簨噀Xd亯8h秗`Y鑜Hrb/f&T:N褘噀ISSN鱏CN鱏#嶜N\O€wSguDOIO畫T饄O畫0W@WO畫錯g漁Xby橆vUSMO抍Tg R簨噀}Supercloseness of edge stabilization on Shishkin rectangular meshes for convection-diffusion problems with exponential layers€^RSf噮Martin Stynespef[N邁f[b?RSf噮,Martin Stynes(Y),Zhang Jin(Y)Martin Stynes(Y),Zhang Jin(Y) 2018-10-15!IMA Journal of Numerical AnalysisSCI簨噀褃€b{|pef[齎Yf[/gg R,{1*g8hck R&T 0272-49791Supercloseness of continuous interior penalty methods on Shishkin triangular meshes and hybrid meshes for singularly perturbed problems with characteristic layers!hY _蹚  _蹚(Y),RSf噮 2018-09-01Journal of Scientific Computing,{2 0885-74742AGraph regularised sparse NMF factorisation for imagery de-noising?b舓猍 2018-06-13SCIt IET Computer VisionSCIt ,SCI簨噀,VI:St  陙6q褃f[鴙sQ錧 zN€b/g 1751-9632bPointwise estimates of SDFEM on Shishkin triangular meshes for problems with characteristic layers RSf噮, _蹚(Y) _蹚(Y) 2018-06-01Numerical Algorithms 1017-1398SW1+ 3-algebra and the higher-order nonlinear Schrodinger equtaions in optical fiber媠Sf=N媠Sf=N,H朞e9?Y),卙鷁4t(Y),湗-f飽(Y)H朞e9?Y),卙鷁4t(Y),湗-f飽(Y) 2018-05-28"Commun Nonlinear Sci Numer SimulatSCIt ,SCI簨噀,II:St 齎匭YlQ_裇L 1007-5704,{NuSynchronization and antisynchronization of N-coupled fractional-order complex chaotic systems with ring connection躖 5ul錧 zN陙≧Sf[b躖, _硞硞 _硞硞 2018-05-15-Mathematical Methods in the Appilied SciencesSCIt ,SCI簨噀,III:St 酧o`N鹼邁褃f[鴙sQ錧 zN€b/g 齎禰陙6q褃f[鶺褢y橆v 1099-147641(7): 2625-26386DSIR double-rumors spreading model in complex networksf8l)R 2018-03-21Chaos, Solitons & Fractals SCIt ,SCI簨噀 O婲NUSMO訷Xb褃€by橆v 0960-0779110 (2018) 191 202+https://doi.org/10.1016/j.chaos.2018.03.021_Pointwise estimates of SDFEM on Shishkin triangular meshes for problems with exponential layers 2018-03-01BIT Numerical Mathematics 0006-3835{Asymptotic behaviors of radially symmetric solutions to diffusion problems with Robin boundary condition in exterior domain 2018-02-15+Nonlinear Analysis: Real World Applications 1468-1218[The transition speed of reaction diffusion problems with Robin and free boundary conditions 2018-02-01Applied Mathematics Letters 0893-9659zSupercloseness of the continuous interior penalty method forsingularly perturbed problems in 1D: Vertex-cell interpolation 2018-01-15Applied Numerical Mathematics 0168-9274NLeader Recognition Based on 2D Laser Scanner and Pan-Tilt for Quadruped Robots _gac僨[噀 _ga,c僨[噀(Y),Ngl_,Ng;崒e(Y)  c僨[噀(Y),Ngl_,Ng;崒e(Y) 2018-01-01EIt錧 FThe 2017 IEEE International Conference on Chinese Automation CongressEIt錧 ,E{|f[/gg R噀 978-1-5386-3524-7DOI: 10.1109/CAC.2017.8243676 bTYBg痵僗剉踁硩:ghV篘陙悢^孴隷?z歔袕≧6R筫誰xvz蔛擽 (uuUniform supercloseness of Galerkin finite element method for convection-diffusion problems with characteristic layers)Computers & Mathematics with Applications 0898-1221簨噀茤MResearch on Smooth Trot-to-Walk Gait Transition Algorithm for Quadruped Robot洀歂HQ洀歂HQ(Y),R宔(Y),c僨[噀(Y),Ngl_,媠wm誵(Y)R宔(Y),c僨[噀(Y),Ngl_,媠wm誵(Y) 2017-12-20CAC2017 EIt錧 ,N,偤媷e 酧o`褃f[N鹼邁褃f[IEEE:g刧惽Ngl_^Some control problems of permanent magnet synchronous motor system by single input controllersNgl_,韾cO,c僨[噀(Y) 韾cO,c僨[噀(Y)9An Optimized Discontinuous Crawl Gait for Quadruped RobotNgl_,洀歂HQ(Y),Ng;崒e(Y),c僨[噀(Y)洀歂HQ(Y),Ng;崒e(Y),c僨[噀(Y)[A multipoint flux mixed finite element method for the compressible Darcy Forchheimer models笅噀噀畟*mtQ笅噀噀,Dong Liang(Y),畟*mtQ(Y)Dong Liang(Y),畟*mtQ(Y) 2017-12-15#Applied Mathematics and Computationf[!h惽 0096-3003nAnti-synchronization of fractional-order chaotic complex systems with unknown parameters via adaptive control. 2017-12-01/Journal of Nonlinear Sciences and Applications. vQ諲lQ_g Rt  2008-1898 N5 羳 %| d褚MbP?_*+€%&?'?(?)?"d,,??&U%%@%@%@%@%@%@%@%@%@ %@ %@ %@ %@%@%@%@%@%@%@ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ @ !@! 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