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Applicable Analysis
An International Journal
Volume 33, 1989 - Issue 1-2
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Original Articles

On J. R. Haddock’s conjecture

Jianhong Wu Department of Mathematical Sciences, Memphis State University, Memphis, TN, 38152, U.S.A
Pages 127-137 | Received 24 Mar 1988, Published online: 02 May 2007

Citations (10)

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Read on this site (2)

Songlin Xiao. (2017) A New Generalization of the Haddock Conjecture. Mathematical Modelling and Analysis 22:5, pages 634-642.
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George Karakostas. (1991) Convergence in a neutral delay differential equation. Applicable Analysis 40:4, pages 225-231.
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Articles from other publishers (8)

Yoshihiro Hamaya. (2017) Asymptotic Constancy to the Neutral Delay Difference Equation. Asymptotic Constancy to the Neutral Delay Difference Equation.
Taishan Yi. (2008) A generalization of the Haddock conjecture and its proof. Nonlinear Analysis: Real World Applications 9:3, pages 1112-1118.
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Zhijian Wei, Lihong Huang & Sihu Hu. (2006) Convergence of discrete analogues of a generalization of J.R. Haddock’s conjecture. Applied Mathematics Letters 19:12, pages 1395-1398.
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Wanmin Xiong & Bingwen Liu. (2006) Asymptotic behavior of bounded solutions for a system of neutral functional differential equations. Journal of Mathematical Analysis and Applications 313:2, pages 754-760.
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B.X. Dai & L.H. Huang. (1998) Convergence of solutions for a class of neutral difference equations. Computers & Mathematics with Applications 35:10, pages 83-91.
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. 1996. World Congress of Nonlinear Analysts '92. World Congress of Nonlinear Analysts '92 1361 1370 .
B. Shi, Z.C. Wang & J.S. Yu. (1996) Asymptotic constancy of solutions of linear parabolic Volterra difference equations. Computers & Mathematics with Applications 32:8, pages 65-77.
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J.R. Haddock, M.N. Nkashama & J. Wu. (1992) Asymptotic constancy for pseudo monotone dynamical systems on function spaces. Journal of Differential Equations 100:2, pages 292-311.
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