weighted boundedness of parametric marcinkiewicz integral and higher order commutator
xinfeng shi and yinsheng jiang college of mathematics and system sciences xinjiang university urumqi; 830046p. r. china

..............page:25-39

in memoriam professor donggao deng
lizhong peng school of mathematical sciences peking university beijing; 100871 p. r. china lixin yan school of mathematics and computational science sun yat-sen university guangzhou; 510275 p. r. china

..............page:1-3

on lagrange interpolation for |x|~ (0 < < 1)
laiyi zhu and zhiyong huang school of information people s university of china beijing; 100872p. r. china

..............page:16-24

chains of function spaces over euclidian spaces and local fields
zhaoxi wang jiangsu mathematical society no. 22; hankou road; nanjing nanjing; 210093p. r. china

..............page:92-100

on weighted l~p integrability and approximation of trigonometric series
baorong wei and dansheng yu department of mathematics hangzhou normal university hangzhou; 310036p. r. china department of mathematics hangzhou normal university hangzhou; 310036 p. r. china and department of mathematics statistics and computer sciences st franics xaiver university antigonish; nova scotiacanada b2g 2w5

..............page:40-54

notice

..............page:101

interpolation theorems for self-adjoint operators
shijun zheng department of mathematical sciences georgia southern university statesboro; ga 30460-8093u. s. a.

..............page:79-85

the duality between morrey spaces and its pre-dual spaces characterized by heat kernel
ming xu department of mathematics jinan university guangzhou; 510632p. r. china

..............page:71-78

weighted estimates for commutators of potential operators on spaces of homogeneous type
wenming li; college of mathematics and information science hebei normal university shijiazhuang 050016 p. r. china xiaowu yu department of architectural engineering xingtai vocational and techonical college xingtai 054000 p. r. china xuefang yan college of mathematics and information science hebei normal university shijiazhuang 050016p. r. china

..............page:55-70

some problems on fractal geometry and topological dynamical systems
zuoling zhou lingnan collge sun yat-sen university guangzhou; 510275p. r. chinafeng li department of mathematics and computer science albany state universityalbany; ga 31705usa

..............page:5-15

w ~(1,p)(r~n)-boundedness for maximal functions
li cheng department of mathematics lishui university lishui; 323000p. r. china

..............page:86-91