0168-9673
2008 Issue 3
strong entropy for system of isentropic gas dynamics
yun-guang lu~(1; 2)1 department of mathematics; nanjing university of aeronautics and astronautics; nanjing 210016; china 2 department of mathematics; university of sciences and technology of china; hefei 230026; china
yun-guang lu~(1; 2)1 department of mathematics; nanjing university of aeronautics and astronautics; nanjing 210016; china 2 department of mathematics; university of sciences and technology of china; hefei 230026; china
..............page:405-408
dedication on the occasion of professor xiaqi ding's 80th birthday
dao-min cao~1 gui-qiang chen~2 yan-yan li~3 xi-ping zhu~4 1 academy of mathematics and systems science; chinese academy of sciences; beijing 100190; china 2 department of mathematics; northwestern university; evanston; usa 3 department of mathematics rutgers university; piscataway; nj 08854; usa 4 department of mathematics; zhongshan university guangzhou 510275; china
dao-min cao~1 gui-qiang chen~2 yan-yan li~3 xi-ping zhu~4 1 academy of mathematics and systems science; chinese academy of sciences; beijing 100190; china 2 department of mathematics; northwestern university; evanston; usa 3 department of mathematics rutgers university; piscataway; nj 08854; usa 4 department of mathematics; zhongshan university guangzhou 510275; china
..............page:353-354
chaos,transport and mesh convergence for fluid mixing
h.lim~1 y.yu~1 j.glimm~(1; 2) x.l.li~1 d.h.sharp~3 1 department of applied mathematics and statistics; stony brook university; stony brook; ny11794-3600; usa 2 computational science center; brookhaven national laboratory; upton; ny 11793-6000; usa 3 los alamos national laboratory; los alamos; nm; usa
h.lim~1 y.yu~1 j.glimm~(1; 2) x.l.li~1 d.h.sharp~3 1 department of applied mathematics and statistics; stony brook university; stony brook; ny11794-3600; usa 2 computational science center; brookhaven national laboratory; upton; ny 11793-6000; usa 3 los alamos national laboratory; los alamos; nm; usa
..............page:355-368
a reaction-diffusion system with nonlinear absorption terms and boundary flux
ming-xin wang~* xiao-liu wang department of mathematics; southeast university; nanjing 210018; china
ming-xin wang~* xiao-liu wang department of mathematics; southeast university; nanjing 210018; china
..............page:409-422
on discreteness of the hopf equation
hai-liang liu iowa state university; usa
hai-liang liu iowa state university; usa
..............page:423-440
gl method for solving equations in math-physics and engineering
ganquan xie~1 jianhua li~2 lee xie~3 feng xie~4 gl geophysical laboratory; usa
ganquan xie~1 jianhua li~2 lee xie~3 feng xie~4 gl geophysical laboratory; usa
..............page:391-404
on a critical neumann problem with a perturbation of lower order
j.chabrowski department of mathematics; university of queensland; st.lucia 4072; qld; australia
j.chabrowski department of mathematics; university of queensland; st.lucia 4072; qld; australia
..............page:441-452
a robust discontinuous galerkin method for solving convection-diffusion problems
zuo-zheng zhang zi-qing xie~* xia tao college of mathematics and computer science; hunan normal university; changsha 410081; china
zuo-zheng zhang zi-qing xie~* xia tao college of mathematics and computer science; hunan normal university; changsha 410081; china
..............page:483-496
uniqueness and radial symmetry of least energy solution for a semilinear neumann problem
zheng-ping wang~1 huan-song zhou~2 wuhan institute of physics and mathematics; chinese academy of sciences; p.o.box 71010; wuhan 430071 china
zheng-ping wang~1 huan-song zhou~2 wuhan institute of physics and mathematics; chinese academy of sciences; p.o.box 71010; wuhan 430071 china
..............page:473-482
the setting of boundary conditions for boundary value problems of hyperbolic-elliptic coupled systems
shu-xing chen~* ze-jun wang yong-qian zhang school of mathematical sciences; fudan university; shanghai; 200433; china
shu-xing chen~* ze-jun wang yong-qian zhang school of mathematical sciences; fudan university; shanghai; 200433; china
..............page:375-390
..............page:530
..............page:529
solutions for the prescribing mean curvature equation
dao-min cao~1 shuang-jie peng~2 1 academy of mathematics and systems science; chinese academy of sciences; beijing 100190; china 2 school of mathematics and statistics; central china normal university; wuhan 430079; china
dao-min cao~1 shuang-jie peng~2 1 academy of mathematics and systems science; chinese academy of sciences; beijing 100190; china 2 school of mathematics and statistics; central china normal university; wuhan 430079; china
..............page:497-510
a note on solutions for asymptotically linear elliptic systems
lei-ga zhao~(1; 2) fu-kun zhao~(2; 3) 1 department of mathematics; beijing university of chemical technology; 100029 beijing; china 2 academy of mathematics and systems science; chinese academy of sciences; beijing 100190; china 3 department of mathematics; yunnan normal university; kunming 650092; china
lei-ga zhao~(1; 2) fu-kun zhao~(2; 3) 1 department of mathematics; beijing university of chemical technology; 100029 beijing; china 2 academy of mathematics and systems science; chinese academy of sciences; beijing 100190; china 3 department of mathematics; yunnan normal university; kunming 650092; china
..............page:511-522
boundary layer to a system of viscous hyperbolic conservation laws
xiao-hong qin department of applied mathematics; nanjing university of science and technology; nanjing 210094; china
xiao-hong qin department of applied mathematics; nanjing university of science and technology; nanjing 210094; china
..............page:523-528
wave fans are special
constantine m.dafermos division of applied mathematics; brown university; providence; ri 02912; usa
constantine m.dafermos division of applied mathematics; brown university; providence; ri 02912; usa
..............page:369-374
solutions for a class of singular nonlinear boundary value problem involving critical exponent
yin-bin deng li wang school of mathematics and statistics; central china normal university; wuhan 430079; china
yin-bin deng li wang school of mathematics and statistics; central china normal university; wuhan 430079; china
..............page:453-472