a simple way constructing symplecticrunge-kutta methods
geng sun(institute of mathematics; academia sinica; beijing 100080; china)

..............page:61-68

journal of computational mathematicsinformation for authors

..............page:113

JACOBI SPECTRAL APPROXIMATIONS TO DIFFERENTIAL EQUATIONS ON THE HALF LINE
ben-yu guo(department of mathematics; shanghai normal university; shanghai 200234; china)(com2mac; pohang university of science and technology; pohang; korea)

..............page:95-112

ON A CELL ENTROPY INEQUALITY OF THE RELAXING SCHEMES FOR SCALAR CONSERVATION LAWS
hua-zhong tang; hua-mo wu(state key labomtory of scientific and engineering computing; institute of computationalmathematics; chinese academy of sciences; beijing 100080; china)

..............page:69-74

regularization of singular systems by outputfeedback
de-lin chu; da-yong cai(department of mathematical sciences; tsinghua university; beijing 100084; china)

..............page:43-60

WAVELET METHOD FOR BOUNDARY INTEGRAL EQUATIONS
pin-wen zhang(school of mathematical sciences; peking university; beliing 100871; china)yu zhang(institute of computational mathematics and scientific/engineering computing; chineseacademy if sciences; beijing 100080; china)

..............page:25-42

solving trust region problem in large scaleoptimization
bing-sheng he(department of mathematics; nanjing university; naming 210093; china)

..............page:1-12

a trust region-type method for solvingmonotone variational inequality
xi-ming liang(institute of industrial process control; national lab of industrial control technology; zhejiang university; hangzhou 310027; china)cheng-xian xu(school of science; xi an jiaotong university; xi an 710049; china)ji-xin qian(institute of ind

..............page:13-24

THE OVERLAPPING DOMAIN DECOMPOSITION METHODFOR HARMONIC EQUATION OVER EXTERIOR THREE-DIMENSIONAL DOMAIN
ji-ining wu; de-bao yu(state key laboratory of scientific and engineering computing; institute of computationalmathematics and scientific/engineering computing; chinese academy of sciences; beijing100080; china)

..............page:83-94

the gpl-stability of runge-kutta methods fordelay differential systems
biao yang; lin qiu; jiao-xun kuang(department of mathematics; shanghai normal university; shanghai 200234; china.)

..............page:75-82