0168-9673
2002 Issue 2
attractors and dimensions for discretizations of a dissipative zakharov equations
qian-shun chang; bo-ling guoinstitute of applied mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; chinainstitute of applied physics and computational mathematics; beijing 100088; china
qian-shun chang; bo-ling guoinstitute of applied mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; chinainstitute of applied physics and computational mathematics; beijing 100088; china
..............page:201-214
local and parallel finite element algorithms for eigenvalue problems
jinchao xu; aihui zhoucenter for computational mathematics and applications and department of mathematics; pennsylvania state university; university park; pennsylvania 16802; usainstitute of computational mathematics and scientific/engineering computing; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china
jinchao xu; aihui zhoucenter for computational mathematics and applications and department of mathematics; pennsylvania state university; university park; pennsylvania 16802; usainstitute of computational mathematics and scientific/engineering computing; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china
..............page:185-200
enumeration of maximum acyclic hypergraphs
jian-fang wang; hai-zhu liinstitute of applied mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china
jian-fang wang; hai-zhu liinstitute of applied mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china
..............page:215-218
regularity of the attractor for the dissipative hamiltonian amplitude equation governing modulated wave instabilities
zheng-de daidepartment of mathematics; yunnan university; kunming 650091; china
zheng-de daidepartment of mathematics; yunnan university; kunming 650091; china
..............page:263-272
minimal martingale measures for discrete-time incomplete financial markets
ping li; jian-ming xiainstitute of system sciences; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; chinainstitute of applied mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china
ping li; jian-ming xiainstitute of system sciences; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; chinainstitute of applied mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china
..............page:349-352
..............page:357
a kind of discrete non-reflecting boundary conditions for varieties of wave equations
xiu-min shao; zhi-ling laninstitute of mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china
xiu-min shao; zhi-ling laninstitute of mathematics; academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china
..............page:295-308
portfolio optimization model with transaction costs
shu-ping chen; chong li; sheng-hong li; xiong-wei wudepartment of applied mathematics; zhejiang university; hangzhou 310027; chinadepartment of applied mathematics; southeast university; nanjing 210096; china
shu-ping chen; chong li; sheng-hong li; xiong-wei wudepartment of applied mathematics; zhejiang university; hangzhou 310027; chinadepartment of applied mathematics; southeast university; nanjing 210096; china
..............page:231-248
the existence of solutions to sturm-liouville boundary value problems with laplacian-like operator
wei-ping sun; wei-gao gedepartment of applied mathematics; beijing institute of technology; beijing 100081; china
wei-ping sun; wei-gao gedepartment of applied mathematics; beijing institute of technology; beijing 100081; china
..............page:341-348
Nonlinear Time Series Analysis Since 1990: Some Personal Reflections
howel tongdepartment of statistics & actuarial science; university of hong kong; hong kong department of statistics; london school of economics; united kingdom
howel tongdepartment of statistics & actuarial science; university of hong kong; hong kong department of statistics; london school of economics; united kingdom
..............page:177-184
mean convergence of lagrange type interpolation on an arbitrary system of nodes
ying-guang shidepartment of mathematics; hunan normal university; changsha 410081; china & academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china
ying-guang shidepartment of mathematics; hunan normal university; changsha 410081; china & academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china
..............page:277-288
a posteriori parameter choice strategy for nonlinear monotone operator equations
hong-qi yang; zong-yi houdepartment of scientific computing & computer applications; zhongshan university; guangzhou 510275; chinadepartment of mathematics; pudan university; shanghai 200433; china
hong-qi yang; zong-yi houdepartment of scientific computing & computer applications; zhongshan university; guangzhou 510275; chinadepartment of mathematics; pudan university; shanghai 200433; china
..............page:289-294
periodicity in a food-limited population model with toxicants and time delays
meng fan; ke wangdepartment of mathematics; key laboratory for vegetation ecology of the ministry of education of china; northeast normal university; changchun 130024; china
meng fan; ke wangdepartment of mathematics; key laboratory for vegetation ecology of the ministry of education of china; northeast normal university; changchun 130024; china
..............page:309-314
isochronous centers and isochronous functions
li-jun yangdepartment of mathematical sciences of tsinghua university; beijing 100084; china
li-jun yangdepartment of mathematical sciences of tsinghua university; beijing 100084; china
..............page:315-324
sufficient conditions for the oscillation of non-autonomous difference equations
qiong meng; ju-rang yandepartment of mathematics; shanxi university; taiyuan 030006; china
qiong meng; ju-rang yandepartment of mathematics; shanxi university; taiyuan 030006; china
..............page:325-332
linearization ill-posedness for 2.5-d ware equation inversion model
ji-jun liudepartment of mathematics; nanjing normal university; nanjing 210097; china & department of applied mathematics; southeast university; nanjing 210018; china
ji-jun liudepartment of mathematics; nanjing normal university; nanjing 210097; china & department of applied mathematics; southeast university; nanjing 210018; china
..............page:219-230
the s~2ns digraphs and the cycle linear system of a digraph
jian-guo qian; sheng-jun miaodepartment of mathematics; xiamen university; xiamen 361005; chinadepartment of mathematics and physics; weihai vocational college; weihai 264200; china
jian-guo qian; sheng-jun miaodepartment of mathematics; xiamen university; xiamen 361005; chinadepartment of mathematics and physics; weihai vocational college; weihai 264200; china
..............page:333-340
boundary value problems for singular second-order functional differential equations
hui-zhao liu; da-qing jiang; yan wangdepartment of applied mathematics; hebei university of technology; tianjin 300130; chinadepartment of mathematics; northeast normal university; changchun 130024; china
hui-zhao liu; da-qing jiang; yan wangdepartment of applied mathematics; hebei university of technology; tianjin 300130; chinadepartment of mathematics; northeast normal university; changchun 130024; china
..............page:249-254
attractors for a nonclassical diffusion equation
yue-long xiaodepartment of mathematics; xiangtan university; xiangtan 411105; china
yue-long xiaodepartment of mathematics; xiangtan university; xiangtan 411105; china
..............page:273-276
boundary nevanlinna-pick interpolation for meromorphic functions
gong-ning chen; li-xin jiadepartment of mathematics; beijing normal university; beijing 100875; china electronic and technology institute; zhengzhou 450004; china
gong-ning chen; li-xin jiadepartment of mathematics; beijing normal university; beijing 100875; china electronic and technology institute; zhengzhou 450004; china
..............page:255-262