convergence of an immersed interface upwind scheme for linear advection equations with piecewise constant coefficients i:l~1-error estimates
xin wen lsec; icmsec; academy of mathematics and systems science; chinese academy of sciences; beijing 100080; china shi jin department of mathematics; university of wisconsin; madison; wi 53706; usa; and department of mathematical sciences; tsinghua university; beijing 100084; china

..............page:1-22

compact fourth-order finite difference schemes for helmholtz equation with high wave numbers
yiping fu school of mathematical sciences; south china university of technology; guangzhou 510640; china

..............page:98-111

a new algorithm for computing the inverse and generalized inverse of the scaled factor circulant matrix
zhaolin jiang school of science; xi an jiaotong university; xi an 710049; china; and department of mathematics; linyi teachers college; linyi 276005; china zongben xu school of science; xi an jiaotong university; xi an 710049; china

..............page:112-122

real root isolation of spline functions
renhong wang and jinming wu institute of mathematical sciences; dalian university of technology; dalian 116024; china

..............page:69-75

error analysis for a fast numerical method to a boundary integral equation of the first kind
jingtang ma icmsec; academy of mathematics and systems science; chinese academy of sciences; beijing 100080; china tao tang department of mathematics; hong kong baptist university; kowloon tong; hong kong

..............page:56-68

multi-parameter tikhonov regularization for linear ill-posed operator equations
zhongying chen department of scientific computing and computer applications; zhongshan university; guangzhou 510275; china yao lu and yuesheng xu department of mathematics; syracuse university; syracuse; ny 13244-1150; usa hongqi yang department of scientific computing and computer applications; zhongshan university; guangzhou 510275; china

..............page:37-55

a monotone domain decomposition algorithm for solving weighted average approximations to nonlinear singularly perturbed parabolic problems
igor boglaev institute of fundamental sciences; massey university; private bag 11-222; palmerston north; new zealand matthew hardy mathematical sciences institute; australian national university; canberra; australia 0200

..............page:76-97

journal of computational mathematics

..............page:123

a perturbation method for the numerical solution of the bernoulli problem
fran ois bouchon laboratoire de math matiques; universite blaise pascal (clermont-ferrand) and cnrs (umr 6620) campus universitaire des c zeaux; 63177 aubi re cedex; france st phane clain laboratoire mip; ufr mig; universit paul sabatier toulouse 3; 118 route de narbonne; 31062 toulouse cedex 4; france rachid touzani laboratoire de mathematiques; universit blaise pascal (clermont-ferrand) and cnrs (umr 6620) campus universitaire des c zeaux; 63177 aubi re cedex; france

..............page:23-36