翁佩萱，广东潮州人，当过兵团知青、小学教师、中学教师和大学教师。1981年获暨南大学理学硕士学位，1996年获吉林大学理学博士学位。1999-2010年任"华南师范大学学报"主编。现为华南师范大学数学科学学院教授、博士生导师。曾在澳大利亚Flinders University、 德国柏林自由大学、加拿大York University 、加拿大Memorial Univeristy of Newfoundland、 加拿大The Univeristy of Western Ontario 多次访学。作为主持人，完成多项广东省和国家自然科学基金项目。
Born in Chaozhou, Guangdong, Prof. Peixuan Weng went through the Cultural Revolution as one of 'Educated Youth', and had teaching experience from primary school to middle school to university. Prof. Weng attained her master's degree in 1981 at Jinan University, and her PhD in 1996 at Jilin University. During 1999-2010, she was the chief editor of "Journal of South China Normal University". She is currently a full professor and PhD advisor at School of Mathematical Sciences, South China Normal University. Overs the years, Prof. Weng has estabilished much collaboration overseas, especially as a visiting scholar at Flinders University (Australia), Freue Universität Berlin (Germany), York University (Canada), Memorial University of Newfoundland (Canada), and the Unitersity of Western Ontario (Canada).
完成科研项目：
脉冲微分方程解的性态研究，广东省自然科学基金
脉冲时滞微分方程解的理论及应用，广东省自然科学基金
时滞微分方程周期解与边值问题，广东省自然科学基金
格上时滞微分方程渐近波速与行波解，广东省自然科学基金
时滞反应扩散方程渐近理论及其在种群生态学中的应用，国家自然科学基金
时标动态方程的周期解和边值问题，广东省自然科学基金
种群生态学中扩散系统行波解及解的相关性态研究，教育部高等学校博士学科点专项科研基金
扩散捕食-被捕食模型行波解与解的渐近性态研究，广东省自然科学基金
某些扩散发展系统行波的时空传播，国家自然科学基金
在各类数学杂志上发表论文超过100篇，主要论文目录如下：
[158] WENG Peixuan, LIU Li, XU Zhaoquan*，Monotonicity, asymptotic behaviors and uniqueness of traveling waves to a nonlocal dispersal equation modelling an age-structured population, Nonlinear Analysis RWA, In Press.SCI 收录杂志
[157] WU Chufen*，LI Mengqi, WENG Peixuan, Existence and stability of traveling wave fronts for a reaction-diffusion system with spatio-temporal nonlocal effect, ZAMM - Journal of Applied Mathematics and Mechanics, In Press. SCI 收录杂志
[156] LIANG Huimin, WENG Peixuan*, TIAN Yanling, Stability and Traveling wavefronts for aconvolution model of mistletoes and birds with nonlocal diffusion, Discrete and Continuous Dynamical Systems B, 22（2017）2207-2231， DOI :10.3934/dcdsb.2017093. SCI 收录
[155] WENG Peixuan*, LIU Li, Globally asymptotic stability of a delayedintegro-differential equation withnonlocal diffusion, Canadian Mathematical Bulletin，Vol. 60(2), 2017 pp.436-448, DOI : 10.4153/CMB-2016-091-0. SCI 收录
[154] CAO Jiamin, WENG Peixuan*, Single spreading speed andtraveling wave solutions of a diffusive pioneer-climax model without cooperative property, Communications on Pure and Applcation Analysis, 16（2017），405-426， DOI : 10.3934/cpaa.2017067. SCI 收录
[153] WEN Junhao, WENG Peixuan*, TW solutions in a diffusive producer-scrounger model,Discrete and Continuous Dynamical Systems B, 22(2017)627-645.SCI收录.DOI:10.3934/dcdsb.2017030. SCI 收录
[152] WEN Junhao, WENG Peixuan*,Stability and Hopf bifurcation of a producer-scrounger model with age-structure, Advances in Difference Equations, (2016) 2016:243, DOI: 10.1186/s13662-016-0968-2. SCI 收录
[151] ZHANG Xueli, HUANG Yehui*, WENG Peixuan, Stability and bifurcation of a predator-preymodel with disease in the prey and temporal-spatial nonlocal effect, Applied Mathematics and Computation, 290(2016)467-486. SCI 收录， DOI : 10.1016/j.amc.2016.06.050. SCI 收录
[150] LIANG Huimin, WENG Peixuan*, TIAN Yanling, Threshold asymptotic behaviors for a delayed nonlocal reaction-diffusion model of mistletoes and birds in a 2D strip, 2016-03. Communications on Pure and Applcation Analysis, 15(Number 4,2016),1471-1495, SCI 收录，DOI:10.3934/cpaa.2016.15.1471
[149] LI Shuang, WENG Peixuan*, Traveling wavefronts innonlocal diffusive predator-prey system with Holling type II functionalresponse, Electron. J. Diff. Equ., Vol.2015 (2015), No. 152, pp. 1-12. SCI 收录。
[148] LIU Li, WENG Peixuan*, A nonlocal diffusion model of a single species withage structure, J. Math. Anal. Appl. 432(2015) 38–52 , SCI 收录。DOI：10.1016/j.jmaa.2015.06.052
[147] LIU Yubin, WENG Peixuan*,Asymptotic Pattern for a Partial Neutral Functional Differential Equation, Journal of
Diffferential Equaitons, 258(2015) 3688–3741. SCI 收录。 DOI :10.1016/j.jde.2015.01.016
[146] SHU Li, WENG Peixuan*, TIAN Yanling, Traveling wavefronts of a delayedlattice model for competing pioneer-climax species,，Journal of Applied Analysis and Computation, 5/1（2015）64-76. SCI收录。 DOI :10.11948/2015006
[145] LIU Yubin, WENG Peixuan*, Asymptotic spreading of a three dimensional Lotka-Volterracooperative-competitive system , Discrete and Continuous Dynamical Systems B, 20/2(2015)505-518, SCI 收录。 DOI :10.3934/dcdsb.2015.20.505
[144] WU Shi-Liang*, WENG Peixuan, RUAN Shigui，Spatial dynamics of a lattice population model with twoage classes and
maturation delay. Europeon Journal of Applied Mathematics, 26/01(2015) 61-91.SCI 收录。DOI: 10.1017/S0956792514000333
[143] ZHANG Xueli, HUANG Yehui, WENG Peixuan*, Permanence and Stability of a Diffusive Predator–PreyModel with Disease in the Prey, Computers and Mathswith Applications, 68(2014)1431-1445. SCI 收录。
DOI:10.1016/j.camwa.2014.09.011
[142] HUANG Yehui,WENG Peixuan, 一个非线性周期反应扩散方程的渐近形态 (Asymptotic patterns for a nonlinear
periodic reaction-diffusion equation with nonlocal effect), 数学学报（中文版）, 2014,57(5):1011-1030.
[141] WENG Peixuan, ZOU Xingfu, Minimal wavespeed and spread speed of competing pioneerand climax species,
Applicable Analysis, 12014, 93(10):2093-2110. SCI 收录。DOI: 10.1080/00036811.2013.868442.
[140] HUANG Yeihui,WENG Peixuan, Periodic traveling wave train and point-to-periodic traveling wave
for a diffusive predator–prey system with Ivlev-type functional response, J.Math.Anal.Appl.417(2014)376-393.
[139] WANG Zongyi, WENG Peixuan, Asymptotic pattern for a periodic lattice model with age structure and global interaction,
Applicable Analysis, 2014,93(8):1647-1662. SCI 收录。DOI: 10.1080/00036811.2013.842229
[138] HUANG Aimei, WENG Peixuan, HUANG Yehui, Stability of a three-dimensional diffusive Lotka-Volterra system of type-K with delays,
Applicable Analysis, 2013, 92(11):2357-2374.SCI 收录。DOI: 10.1080/00036811.2012.738360.
[137] LI Zunxian,WENG Peixuan, BAI Jianxia, Entire solutions of a lattice vector disease model,
Applied Mathematicsand Computation, 241(2014):129–139 SCI 收录.
[136] ZHAO Haiqin, WENG Peixuan, LIU Sanyang, Uniqueness and stability of traveling wave fronts for an age-structured population model in a 2D lattice strip, Communications in Nonlinear Science and Numerical Simulation，
19(2014): 507-519. SCI 收录。
with nonlocal diffusion, Abstract and Applied Analysis, Vol. 2013, Article ID 725495, 12 pages. SCI收录.
[133] SHU Li, WENG Peixuan, Traveling wave solutions of a diffusive SI model with strong Allee effect,
Applied Mathematics and Computation, 222(2013):190-200.
[132] XU Zhiting, WENG Peixuan, Traveling waves for nonlocal and non-monotone delayed reaction-diffusion
equations Acta Mathematica Sinica, English Series, 29(2013):2159-2180.
point-to-point and point-to-periodic heteroclinic orbits, Chaos, Solitons & Fractal, 48 (2013) 43–53.
SCI、EI收录
Nonlinear Analysis RWA，14(2013)1114-1129. SCI收录.
SCI、EI收录.
response, Nonlinear Analysis RWA, 14(2013)940-959. SCI、EI收录.
[126] LI Zunxian, WENG Peixuan, Survey on traveling waves of lattice differential Equations,
数学进展(Advance in Mathematics), 42(2013):11-33.
competition models, Applied Mathematics Letters, 25(2012)1197-1202.
pp. 1–13. SCI 收录.
J. Math. Anal. Appl. 394 (2012) 603–615.
[120] HONG Kai, WENG Peixuan, Stability and traveling waves of diffusive predator-prey model with age-structure and nonlocal effects, Journal of Applied Analysis and Computation, 2012(2):173-192.
[119] XIE Wangsheng, WENG Peixuan, Multiple periodic solutions for a delay predator-prey system with Michaelis-Menten type functional response and harvesting, Annals of Differential Equations, 28(2012):352-357.
fractional differential equation, Chinese Quarterly Journal of Mathematics, 27(2012): 293-300.
[117] XU Zhaoquan, WENG Peixuan, Traveling waves in nonlocal diffusion systems with delays and partial quasi-monotonicity, Applied Mathematics—A Journal of Chinese Universities, Ser. B，26(2011)462-482.
[116] LIN Xiaobiao, WENG Peixuan, WU Chufen, Traveling wave solutions for a predator-prey system with Sigmoidal
response function, J. Dynam. Diff. Eqs.,23:4(2011) 903-921, doi:10.1007/s10884-011-9220-7. SCI、EI收录
[115] LIANG Dong, WENG Peixuan, WU Jianhong. Traveling Wave Solutions in A Delayed Predator-Prey Diffusion PDE System:
Point-to-Periodic and Point-to-Point Waves, IMA Journal of Applied Mathematics, 77（2012）516-545. SCI、EI收录
disease model，Nonlinear Analysis Series B: RWA，12(2011)3621-3641. SCI、EI收录
and Holling-type III schemes, Applied Mathematics and Computation, 218(2011): 3733-3745. SCI 收录.
epidemic, Journal of Bifurcation and Chaos, 21(2011)1667-1687. SCI、EI收录
Journal of Biomathematics,Vol.5, No. 5, article 1250036 (26 pages). DOI: 10.1142/S1793524511001787
[110] HONG Penghua, WENG Peixuan, Global Attractivity of Almost-periodic Solution
in a Model of Hematopoiesis with Feedback Control. Nonlinear Analysis, RWA, 12(2011)2267-2285. SCI、EI收录
[109] HONG Penghua, WENG Peixuan, Attractivity and oscillation of almost-periodic solution for a discrete model of hematopoiesis, Chinese Quarterly Journal of Mathematics, 28(2013):
[108] HONG Penghua, WENG Peixuan. Existence and Global Attractivity of Almost Periodic Solution for a Delayed
Differential Equation (一类微分方程正概周期解的存在唯一性及全局吸引性)， Annals of Differential Equations，
27(2011)138-144.
and Holling-type II schemes. Acta Applicanda Mathematicae, 114(2011)173-192.SCI收录.
[106] 宋利梅，翁佩萱. 四阶泛函微分方程边值问题正解的存在性(Existence of positive solutions for boundary value problems
of fourth-order functional differential equations, in Chinese)， Applied Mathematics—A Journal of Chinese
Universities, Ser. A， 26(2011)67-77.
Discrete and Continuous Dynamical Systems B, 15(2011)867-892.SCI收录
non-monotonicity, Nonlinear Analysis RWA, 12(2011)633－647. SCI、EI收录
[103] ZOU Qingrong, WENG Peixuan, Multiple solutions for third-order -differential equations
with functional boundary value conditions on time scales, Southeast Asian Bulletin of Mathematics, 34(2010)1171-1185.
Population Model in a Periodic Habitat, Discrete and Continuous Dynamical Systems A, 29(2011)343-366. SCI收录
Nonlinear Analysis RWA, 11(2010)1826-1834. SCI、EI收录
and Applications (DSA),19(2010)125－146. SCI收录
in Chinese)，Advance in Mathematics，39(2010)1-22.
Nonlinear Dynamics. 59(2010)161－172. SCI收录
Southeast Asian Bulletin of Mathematics, 33(2009)1129-1142.
[96] ZOU Qingrong, WENG Peixuan, Solutions of 2nth-order boundary value problem
for difference equation via variational method. Advances of Difference Equations, Vol. 2009,
Article ID 730484, doi:10.1155/2009/730484. SCI收录
Nonlinear Analysis TMA,71(2009)e892-e901. SCI、EI收录
[94] WENG Peixuan, Spreading Speed and Traveling Wavefront of an Age-Structured
Population Diffusing in a 2D Lattice Strip. Discrete and Continuous Dynamical Systems B, 12(2009)883-904. SCI收录
of Mathematics, 33(2009)587-596.
differential equations with spatio-temperal delays. Nonlinear Analysis TMA, 71(2009)3374-3388. SCI、EI收录
integral equation, Nonlinear Analysis TMA, 70(2009)159－175. SCI、EI收录
Neural Networks, Nonlinear Analysis RWA,10(2009)277-286. SCI、EI收录
SCI、EI收录
distributed maturity, European Journal of Applied Mathematics, 19(2008)285-309. SCI收录
Computer and Mathematics with Applications, 56(2008)2010-2018. SCI、EI收录
Mathematicae Applicatae Sinica (应用数学学报英文版), 24(2008)627-642. SCI收录
distributed delay, J. Math. Anal. Appl., 345(2008)522-534. SCI收录
and Applications (Hungary), 2008, 2(1):38-46.
[83] 梁海华, 翁佩萱. 一类四阶差分边值问题解的存在性与临界点方法(Existence of solutions for a class
of fourth-oder difference boundary value problem and critical point method, in Chinese), Applied
Mathematics—A Journal of Chinese Universities, Ser. A，23(2008)67-72.
2-Dimensional Strip, Nonlinear Analysis TMA, 69(2008)3931-3951. SCI、EI收录
on time scales, Nonlinear Analysis TMA, 68(2008)208-215. SCI、EI收录
[80] TIAN Yanling, WENG Peixuan, YANG Jinji. Nonoscillation for a kind of second order linear difference
equation with delay in impulses, Southeast Asian Bulletin of Mathematics, 31(2007)775-788.
[79] 李想，冯郁，翁佩萱. 常微分系统的脉冲镇定，应用数学学报，2007A(2)：321－326.
order difference equations. Computer and Maths with Applications, 54(2007)567-578. SCI、EI收录
[77] 杨春明，翁佩萱. 三阶差分方程特征边值问题的Green函数和正解, 应用数学学报，2007A(2), 235-247.
[76] XU Zhiting, WENG Peixuan, Oscillation of second order neutral equations with distributed deviating
argument, Computational and Applied Maths, 202(2007)460-477. SCI收录
BVP via critical point method, J. Math. Anal. Appl., 326(2007)511-520. SCI收录
[74] 宋常修, 翁佩萱. 具p-Laplacian算子型奇异边值问题的正解, 数学年刊，2006，27A(3):303-312.
[73] 宋常修, 翁佩萱. 四阶非线性泛函微分方程边值问题的正解, 华南理工大学学报（自然科学版）， 34:7(2006)
128－132. EI收录。
[72] XU Zhiting, WENG Peixuan, Oscillation theorems for certain even order delay differential equations
involving general means, Georgian Mathematical Journal, 2006, 13(2):383-394.
[71] WENG Peixuan,, ZHAO Xiao-qiang. Spreading speed and traveling waves for a multi-type SIS epidemic model,
J. Diff. Eqns, 229(2006)270－296. SCI收录
lattice delay differential equation, Nonlinear Analysis TMA, 65(2006)1858－1890. SCI、EI收录
equation, Acta Mathematicae Applicatae Sinica (应用数学学报英文版)，22(2006)369－386.
with nonlinear output, Electronic Journal of Differential Equations, 55(2006)1-10.
order FDE with upper and lower solutions., Southeast Asian Bulletin of Mathematics, 30(2006)199-207.
[66] 田艳玲, 翁佩萱. 一类二阶线性脉冲微分方程解的渐近性态, 系统科学与数学，26(2006)69－82.
[65] 翁佩萱, 郭志浩. P-Laplace型非线性泛函差分方程正解的存在性, 数学学报,49A(2006)187－194.
and Complexity，18(2005)464-474.
[63] 朱耀亮, 翁佩萱. 一阶时滞差分方程周期边值问题的单调迭代法, 数学物理学报, 25A(2005)869－876.
[62] 吴红叶，翁佩萱. 一类偶数阶含阻尼项时滞微分方程解的振动性的判定, 纯粹数学和应用数学; 21(2005)210-216.
[61] Yang Fang，TIAN Yanling，WENG Peixuan, Oscillation of second order nonlinear impulsive difference equation,
Ann. Of Diff. Eqs.,21 2005) 491-496.
[60] SONG Changxiu,WENG Peixuan,. Existence of positive solutions for p-Laplacian singular boundary value
problem of FDE, Applied Mathematics—A Journal of Chinese Universities, Ser. B,20(2005)51－58.
[59] LI Longtu，WENG Peixuan, Monotone Iterative Theoretical Technique for Second Order Mixed Type Differential Equations,
AMSE Journal，Advances in Modelling & Analysis, Ser. A: Mathematical, General Mathematical Modelling, 41(2004)23-3. EI收录
[58] Gopasalmy K, WENG Peixuan, Oscillations in linear neutral differential systems with several delays,
Bull. Institute Maths., Acad. Sinica(台湾), 32(2004)195－206.
[57] 杨雯抒，翁佩萱. 具偏差变元的n阶微分方程共轭边值问题的多解性，华南理工大学学报（自然科学版），32:7(2004)81－85. EI收录
with impuses, Acta Mathematicae Applicatae Sinica (应用数学学报英文版), 20(2004)101-114.
[55] LI Xiang，WENG Peixuan, Impulsive stabilization of two kinds of second order linear delay differential equatons,
J. Math. Anal. Appl., 291(2004)270-281. SCI收录
lattice delay differential equation with global interaction, Canadian Applied Mathematics Quraterly, 11(2003)377-414.
[53] WENG Peixuan,. Monotone method for boundary value problem of functional differential equations, Differential
Equations and Dynamical System, 11(2003)307-320.
[52] SONG Changxiu,WENG Peixuan, Existence of positive solutions for boundary value problem of third-order FDE,
Differential Equations and Dynamical System, 11(2003)225-241.
[51] 李想，翁佩萱. 一类非线性微分方程的脉冲镇定，高校应用数学学报，18A(2003)408－416.
[50] 翁佩萱, 蒋达清. 具反馈和时滞变量的2种群周期竞争系统的正周期解, 中山大学学报(自然科学版), 42:6(2003)4－7.
[49] ZHU Yaoliang, WENG Peixuan, Multiple positive solutions for a fourth order boundary value problem,
Bol. Soc. Parana. Mat. (BSPM Series 3), 21(2003)1-10.
[48] WENG Peixuan, HUANG Huaxiong, WU Jianhong. Asymptotic speed of propagation of wave fronts in a lattice delay
differential equation with global interaction, IMA Journal of Applied Mathematics, 68(2003)409-439. SCI、EI收录
[47] WENG Peixuan, WU Jianhong. Deformation of traveling waves with different speeds in delayed Cellular Neural
Networks, J. of Bifurcation and Chaos，13(2003)797-813. SCI收录
[46] LI Xiang, WENG Peixuan, Globally asymptotic stability of equilibrium of a dynamical model with infinite delay,
数学季刊, 18(2003)121-128.
[45] JIANG Daqing, WENG Peixuan, LI Xiang. Periodic boundary value problems for first order differential eqautions
with delay and monotone iterative methods, Dynamics of Continuous, Discrete and Impulsive Systems, Series A,
10(2003)515-523. SCI收录
and Maths with Applications, 45(2003)665-676. SCI、EI收录
[43] WENG Peixuan, Global attractivity of periodic solutions in a model of hematopoiesis, Computers and Maths with
Applications, 44(2002)1019-1030. SCI、EI收录
[42] WENG Peixuan, JIANG Daqing. Existence and global stability of positive periodic solution of n-species periodic
Lotka-Volterra competition system with feedback and deviating arguments, Far East Journal of Mathematical Science,
7:1(2002)45-65.
Ann of Diff Eqs., 18:2(2002)160-172.
[40] WENG Peixuan, Basic theory for impulsive functional differential equation with bounded delay, Communications
of Applied Analysis （Bulgaria)， 6:3(2002)429-439.
[39] WENG Peixuan,. Global existence in integral space for impulsive FDE with P-delay, Dynamics of Continuous,
Discrete and Impulsive Systems, Series A, 9(2002)321-337. SCI收录
[38] WENG Peixuan, Globally asymptotic behaviors of solutions for an integro-differential equation with infinite delay, Far East Journal of Mathematical Science (India), 3:5(2001)701-718.
16(2001)61-68.
应用数学，14(2001)22-27.
[35] JIANG Daqing,WENG Peixuan, Multiple positive solutions for boundary value problem of second order singular
FDE of mixed type , Dynamics of Continuous, Discrete and Impulsive Systems,7(2000)561-576. SCI收录
[34] 翁佩萱. 具无穷时滞的积分微分方程组解与平衡解的相交性. 生物数学学报,15:3(2000)344-352.
feedback control, Annals of Diff Eqs., 16:3(2000)281-290.
[32] 田艳玲，翁佩萱. Nonoscillation for second order linear impulsive differential equations with delay,
Proceedings of the International Conference on Differential Equations
and Computational Simulations, P.W.Bates, K.LU, D.Yi Ed., World Scientific, Singapore, 2000, 357-360. ISTP收录
equation with feedback controls, Computers and Maths with Applications, 40(2000)747-759. SCI、EI收录
problem with delay, Applied Mathematics—A Journal of Chinese Universities, Ser. B, 15:2(2000) 128-136.
16:1(2000) 98-110.
[28] 翁佩萱, 蒋达清. 奇异二阶泛函微分方程边值问题的多重正解, 应用数学学报, 23:1(2000) 99-107.
[26] WENG Peixuan, TIAN Yanling. Existence of positive solutions for singular (n-1,n) conjugate boyndary
value problem with delay, Far East Journal of Mathematical Science, 1:3(1999)367-382.
[25] WEN Lizhi, WENG Peixuan, Weakly exponentially asymptotic stability of functional differential equations
with impulses, Dynamics of Continuous, Discrete and Impulsive Systems, 6：2（1999）251-271. SCI收录
[24] JIANG Daqing, WENG Peixuan, Existence of positive solutions for boundary value problems of second order
functional differential equations, The Electronic Journal of Qualitative Theory of Differential Equations,
N0.6 (1998)1-13.
[23] WENG Peixuan, Global existence and stability of functional differentialequations with impulses,
Annals of Diff.Eqs 14:2(1998)330-338.
Ser. B, 12:2 (1997)155-164.
[21] WENG Peixuan,. Boundary value problem for fourth order functional differential equations,
全国第五届常微分方程稳定性理论及其应用学术会议论文集, 大连海事大学出版社 (1996), 176-180.
[20] WENG Peixuan, Boundary value problem for second order self-adjoint functional differential equation,
Annals of Diff.Eqs, 12:1(1996) 89-98.
[19] WENG Peixuan,n, LIANG Miaolian. Existence and global attractivity of periodic solution of a integrodifferential
equation in population dynamics, Acta Mathematicae Applicatae Sinica (应用数学学报英文版), 12:4(1996) 427-434.
Applicatae Sinica (应用数学学报英文版), 12:1(1996) 11-21.
[17] WENG Peixuan,. Oscillations in a periodic parabolic neutral differential system, Bull. Institute Maths.,
Acad. Sinica(台湾), 24:1(1996)33-48.
[16] WENG Peixuan, Global attractivity in a compitition system with feedback control and time delay,
Differential Equations and Control Theory, Lecture Notes in Pure and Applied Maths, Series/176,
Marcel Dekker Inc., 1995, 383-388.
[15] 翁佩萱, 梁妙莲. 一个造血模型周期解的存在性及其性态,应用数学, 8:4(1995)434-439.
[14] WENG Peixuan, Exponentially asymptotic stability of periodic solution of a partial integrodifferential
equation, Bull. Institute Maths., Acad. Sinica, 23:1(1995)55-66.
[13] WENG Peixuan, Oscillations and global attractivity of periodic solution in a model of respiratory
dynamics,生物数学杂志, 10:1(1995)14-20.
[12] WENG Peixuan, Convergence and oscillation in a diffusive delay partial differential equation,
Annals of Diff. Eqs., 10:3(1994)342-357.
[11] Gopalsamy K, WENG Peixuan, Global attractivity and level crossings in a model of hematopoiesis,
Bull. Institute Maths., Acad. Sinica, 22:4 (1994)341-360.
[10] Gopalsamy K,WENG Peixuan,. Feedback regulation of logistic growth, Internat. J. Maths and Math. Sci.,
16:1(1993)177-192.
[9]WENG Peixuan, Onthe oscillation of a system of partial functional differential equations,
Annals of Diff. Eqs., 9:4(1993)481-486.
[8] WENG Peixuan, Boundedness and asymptotic behavior of solutions of a second order functional
differential equation, Annals of Diff. Eqs 8:3 (1992)367-378.
[7] Gopalsamy K, WENG Peixuan,lobal attractivity and level crossing in a periodic partial integro-
differential equation, Houston J. of Maths, 19:4 (1992)551-575. SCI收录
[6] Gopalsamy K, WENG Peixuan, On the stability of a neutral integro-partial differential equation,
Bull. Institute Maths., Acad. Sinica, 20:3(1992) 267-284.
[5] Gopalsamy K, WENG Peixuan, On the dynamics of a periodic delay logistic equation with diffusion,
Bull. Austral. Math. Soc.,45:1(1992) 113-134. SCI收录
[4] WENG Peixuan, Oscillation of second order neutral nonlinear functional differential equation,
Annals of Diff. Eqs 7:3(1991) 306-315.
[3] WENG Peixuan,Oscillations of solutions of first order neutral differentia difference equations,
Annals of Diff. Eqs 7:1(1991) 104-116.
[2] WENG Peixuan, The asymptotic behaviors of solutions for a system of two first order linear differential
equations with bounded delays, Annals of Diff. Eqs 6:1(1990)93-103.
[1] 翁佩萱. 具有泛函扰动项的非线性微分方程解的渐近性态, 应用数学学报, 11:3 (1988)327-335.