..............page:170-183
..............page:299-314
..............page:280-298
low order nonconforming rectangular finite element methods for darcy-stokes problems
shiquan zhang school of mathematics; sichuan university; chengdu 610064; china xiaoping xie yangtze center of mathematics and school of mathematics; sichuan university; chengdu 610064; china yumei chen school of mathematics; sichuan university; chengdu 610064; china college of mathematics and information; china west normal university; nanchong 637002; china
..............page:400-424
an efficient moving mesh method for a model of turbulent flow in circular tubes
yin yang hunan key laboratory for computation and simulation in science and engineering; school of mathematics and computational science; xiangtan university; xiangtan 411105; china yanping chen school of mathematical sciences; south china normal university; guangzhou; china yunqing huang hunan key laboratory for computation and simulation in science and engineering; school of mathematics and computational science; xiangtan university; xiangtan 411105; china
..............page:388-399
..............page:266-279
..............page:338-347
a spectral method for pantograph-type delay differential equations and its convergence analysis
ishtiaq ali institute of computational mathematics; academy of mathematics and systems science; chinese academy of sciences; beijing 100190; china department of mathematics; comsats institute of information technology islamabad; pakistan hermann brunner department of mathematics and statistics; memorial university of newfoundland; st.john s; canada department of mathematics; hong kong baptist university; hong kong; china tao tang department of mathematics; hong kong baptist university; hong kong; china
..............page:254-265
..............page:237-253
..............page:196-214
..............page:215-236
..............page:184-195
..............page:348-359
a two-scale higher-order finite element discretization for schr zuo dinger equation
huajie chen lsec; icmsec; academy of mathematics and systems science; chinese academy of sciences; beijing 100190; china graduate university of chinese academy of sciences; beijing 100190; china fang liu school of applied mathematics; central university of finance and economics; beijing 100081; china aihui zhou lsec; icmsec; academy of mathematics and systems science; chinese academy of sciences; beijing 100190; china
..............page:315-337
..............page:360-387
error reduction in adaptive finite element approximations of elliptic obstacle problems
dietrich braess faculty of mathematics; ruhr university bochum; d-44780 bochum; germanycarsten carstensen institute of mathematics; humboldt university of berlin; d-10099 berlin; germanyronald h.w.hoppe department of mathematics; university of houston; houston; tx 77204-3008; usa; and institute of mathematics; university at augsburg; d-86159 augsburg; germany
..............page:148-169
..............page:116-147