1000-341X
1987 Issue 1
..............page:55-62
xi tong = ,y=(1-x~2)x+(a-x~2)y(2<a<2.5) qia cun zai yi ge ji xian huan bao han san ge qi dian
suo guang jian ; shen bo zuo ;
suo guang jian ; shen bo zuo ;
..............page:156
k- ji ya suo ying she de yan tuo wen ti
yu qing yu ; yao fu yuan ;
yu qing yu ; yao fu yuan ;
..............page:139-140
Meromorphic Convex Functions with Negative Coefficients
B. A. Uralegaddi and M. D. GanigiDepartment of Mathematics Karnatak University Dharwad 580 003;INDIADepartment of Mathematics Karnatak Arts College;Dharwad-580 001 INDIA
B. A. Uralegaddi and M. D. GanigiDepartment of Mathematics Karnatak University Dharwad 580 003;INDIADepartment of Mathematics Karnatak Arts College;Dharwad-580 001 INDIA
..............page:21-26
yi lei ci zheng chang suan zi de biao shi
li shao kuan ;
li shao kuan ;
..............page:137-138
Constraining the First Hitting Time
Shuai YuanzuXi-an Jiao-tong University
Shuai YuanzuXi-an Jiao-tong University
..............page:105-115
guan yu bu fen ming tu ji de ji dian zhu ji
wang ge ping ;
wang ge ping ;
..............page:7-12
guan yu hasson de liang ge cai ce
Xu Shusheng
Xu Shusheng
..............page:35-40
zheng gui sylow p zi qun de pan bie
huang qiang ;
huang qiang ;
..............page:144-146
..............page:13-16
The Global Solution for One Class of the System of LS Nonlinear Wave Interaction
Guo BolingP.O.Box 8009;Beijing
Guo BolingP.O.Box 8009;Beijing
..............page:69-76
..............page:161-166
kong jian l_ shang ke da fan shu suan zi wen ti ,0<p<1
xiang guang ping ;
xiang guang ping ;
..............page:141-143
Fixed Point Theorems for Mappings in Compact Menger Space
Zheng QuanSichuan University
Zheng QuanSichuan University
..............page:147-148
the mixed bitsadze-lavrent ev-tricomi boundary value froblem
Jonn M. Rassias(The American College of Greece Deree College. Aghia Paraskevi . At tikis;Greece
Jonn M. Rassias(The American College of Greece Deree College. Aghia Paraskevi . At tikis;Greece
..............page:77-80
yi dian kan fa
cheng li xin ; chen lian chang ;
cheng li xin ; chen lian chang ;
..............page:175-176
..............page:27-34
A New Approach to The Upwind Finite Elements
Wang MingInstitute Applied Mathematics;Dalian Institute of Technology
Wang MingInstitute Applied Mathematics;Dalian Institute of Technology
..............page:124
er yuan guan xi de ji de yi xie ding li
yang an zhou ;
yang an zhou ;
..............page:86-85
guan yu bu er dai shu gong li de du li xing wen ti
zhu bing tao ;
zhu bing tao ;
..............page:167-170
..............page:153-155
sor he aor die dai shou lian de xin pan bie zhun ze
Zeng Wenping
Zeng Wenping
..............page:133-135
A Note on Continuity of ■_■f(·)
Z.Q.XiaDilian Institute of Technology
Z.Q.XiaDilian Institute of Technology
..............page:116
..............page:12
Carleson’s Proof of A Remarkable Equation
K.L.ChungStanford University;U. S. A.
K.L.ChungStanford University;U. S. A.
..............page:117-123
guan yu fang cheng sum from j=1 to s(1/x_j+1/x_j x_s)=1
Sun Qi and Cao Zhenfu
Sun Qi and Cao Zhenfu
..............page:125-128
guan yu wai xie hu zhi xing de liang ge ding li
qi yin feng ; tu ben sheng ;
qi yin feng ; tu ben sheng ;
..............page:17-20
ju you xi an dian de er ci xi tong
cai zuo lin ; zhang ping guang ;
cai zuo lin ; zhang ping guang ;
..............page:63-68
..............page:177-178
Lacunary Interpolation by Splines(Ⅱ)
Zhurui Guo Maodong YeZhejiang University
Zhurui Guo Maodong YeZhejiang University
..............page:87-96
guan xi de wan quan li lun zhong de yi ge ding li
yang an zhou ;
yang an zhou ;
..............page:136
..............page:149-150
qi yi lian luo de can shu he qi yi jie ying de zhi shu
zeng yong gen ;
zeng yong gen ;
..............page:1-6
guan yu c~k lei que cha zhi yang tiao
wang jin xian ;
wang jin xian ;
..............page:97-103
ping v.i.arnold wen ti
duan kui chen ;
duan kui chen ;
..............page:171-174
Fixed Points of Nonexpansive Type Mappings in Topological Spaces
Ding XiepingSichuan Noramal University
Ding XiepingSichuan Noramal University
..............page:41-47
mou lei xi shu ju you hu li qi dian de er jie xian xing fu fang cheng de yi ban jie he guang yi r-h wen ti
zeng yue sheng ;
zeng yue sheng ;
..............page:151-152
- lei suan zi de pu ji qi dao suan zi de zhi yu
song guo zhu ;
song guo zhu ;
..............page:49-54
riemann liu xing shang killing xiang liang chang de ling dian
mei xiang ming ;
mei xiang ming ;
..............page:129-132
A Class of Generalized Hausdorff Means
Yang JiaxinDalian Institute of Technology
Yang JiaxinDalian Institute of Technology
..............page:48-47
bu ke wei you hua bu dong dian suan fa de shou lian xing
tang huan wen ; guo jian ;
tang huan wen ; guo jian ;
..............page:104
..............page:81-85
Some Combinatorial Problems (Ⅰ)
L.C.HsuInstitute of Applied Mathemat cs.Dalian Institute of Technology;Dlian
L.C.HsuInstitute of Applied Mathemat cs.Dalian Institute of Technology;Dlian
..............page:157-160