Journal of Difference Equations and Applications, Volume 26, Issue 5 (2020)

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Journal of Difference Equations and Applications, Volume 26, Issue 5 (2020)

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Articles

Article
Regularity of random attractors for non-autonomous stochastic discrete complex Ginzburg-Landau equations
Yuan Yang, Ji Shu & Jian Zhang
Pages: 587-608
Published online: 03 Jun 2020
AbstractforRegularity of random attractors for non-autonomous stochastic discrete complex Ginzburg-Landau equations | Full Text | References | PDF (1.5 MB) | EPUB
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Article
The logarithmic Cauchy quotient mean
Martin Himmel & Janusz Matkowski
Pages: 609-624
Published online: 30 Jun 2020
AbstractforThe logarithmic Cauchy quotient mean | Full Text | References | PDF (1.1 MB) | EPUB | Supplemental
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Article
Global dynamics of a special class of nonlinear semelparous Leslie matrix models
Yunshyong Chow & Ryusuke Kon
Pages: 625-642
Published online: 17 Jun 2020
AbstractforGlobal dynamics of a special class of nonlinear semelparous Leslie matrix models | Full Text | References | PDF (1.3 MB) | EPUB
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Open Access
Article
Analysis of a map-based neuronal model
G. Tigan & R. Efrem
Pages: 643-656
Published online: 16 Jun 2020
AbstractforAnalysis of a map-based neuronal model | Full Text | References | PDF (1.5 MB) | EPUB
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Article
Visibility in pattern-restricted permutations
Toufik Mansour & Mark Shattuck
Pages: 657-675
Published online: 18 Jun 2020
AbstractforVisibility in pattern-restricted permutations | Full Text | References | PDF (1.3 MB) | EPUB
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Article
Which orbit types force only finitely many orbit types?
V. Kannan & Pabitra Narayan Mandal
Pages: 676-692
Published online: 02 Jul 2020
AbstractforWhich orbit types force only finitely many orbit types? | Full Text | References | PDF (1.3 MB) | EPUB
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Article
Long-term dynamics of discrete-time predator–prey models: stability of equilibria, cycles and chaos
Azmy S. Ackleh, Md Istiaq Hossain, Amy Veprauskas & Aijun Zhang
Pages: 693-726
Published online: 07 Jul 2020
AbstractforLong-term dynamics of discrete-time predator–prey models: stability of equilibria, cycles and chaos | Full Text | References | PDF (3.3 MB) | EPUB
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Book Reviews

Book Review
Difference equations for scientists and engineering: interdisciplinary difference equations
by Michael A. Radin, New Jersey: World Scientific, 2019 (pbk), 332 pages, ISBN 978-981-120-296-4
Toufik Khyat
Pages: 727-728
Published online: 28 Jun 2020
CitationforDifference equations for scientists and engineering: interdisciplinary difference equations | Full Text | PDF (192.1 KB) | EPUB
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