- Bulletin of Mathematical Biology (2006) DOI 10.1007/s11538-005-9019-y
- FOOD WEB CHAOS WITHOUT SUBCHAIN OSCILLATORS BRIAN BOCKELMAN & BO DENG
- OUTBREAKCRASH DYNAMICS AND CHAOTIC INTERACTIONS OF COMPETITION, PREDATION,
- We remark that Conjecture A is analogous to the MarkusYamabe Conjecture for ordinary differential equations. However, unlike the MarkusYamabe Conjecture which implies the Jacobian Conjecture (c.f.,
- Food chain chaos due to transcritical point and Gwendolen Hinesb)
- RENORMALIZATION AND UNIVERSALITY OF NEURAL Abstract. Spike number is the number of spikes per burst in neural systems.
- OUTBREAK-CRASH DYNAMICS AND CHAOTIC INTERACTIONS OF COMPETITION, PREDATION,
- Long Term Dynamics for Two Three-Species Food B. Bockelman, E. Green, L. Lippitt, J. Sherman
- Biological control does not imply paradox Bo Deng a,*, Shannon Jessie b
- B. Deng, Metastability and plasticity in a conceptual model of neurons, Journal of Integrative Neuroscience, 9(2010), pp.3147.
- An Inverse Problem: Trappers Drove Hares to Eat Lynx Abstract: The Canadian lynx and snowshoe hare pelt data by the Hudson's Bay Company do
- JID:YJDEQ AID:6328 /FLA [m1G; v 1.47; Prn:18/10/2010; 11:35] P.1 (1-11) J. Differential Equations ()
- JID:YJDEQ AID:6326 /FLA [m1G; v 1.47; Prn:19/10/2010; 14:00] P.1 (1-18) J. Differential Equations ()
- This article appeared in a journal published by Elsevier. The attached copy is furnished to the author for internal non-commercial research
- SINGULAR PERTURBATION OF N-FRONT TRAVELLING WAVES IN THE FITZHUGH-NAGUMO EQUATIONS
- Competitive coexistence in stoichiometric chaos and Irakli Loladzeb
- B. Deng, Conceptual circuit models of neurons, Journal of Integrative Neuroscience, 8(2009), pp.255297. Conceptual Circuit Models of Neurons
- ON A NONLINEAR COMMUNICATION SCHEME S.N. CHOW, J.K. HALE, AND B. DENG
- CHAOTIC COEXISTENCE IN A TOP-PREDATOR MEDIATED COMPETITIVE EXCLUSIVE WEB
- DIMENSIONLESS FORM OF A FOOD CHAIN MODEL Abstract. Dimensional analysis is used to obtain a canonical dimensionless
- CHAOTIC ATTRACTORS IN ONEDIMENSION GENERATED BY A SINGULAR SHILNIKOV ORBIT
- Please cite this article in press as: Deng, B., The Time Invariance Principle, the absence of ecological chaos, and a fundamental pitfall of discrete modeling, Ecol. Model. (2008), doi:10.1016/j.ecolmodel.2008.03.013
- FOOD CHAIN CHAOS DUE TO TRANSCRITICAL POINT BO DENG AND GWENDOLEN HINES
- RENORMALIZATION AND UNIVERSALITY OF NEURAL Abstract. Spike number is the number of spikes per burst in neural systems.
- Bulletin of Mathematical Biology (2007) DOI 10.1007/s11538-007-9215-z
- Decimal Spike Code Maximizes Neural Memory Against Retrieval Time
- Communication Model of DNA Replication Abstract: The all-purpose communication model proposed by the author previously for DNA
- CHAOTIC ATTRACTORS IN ONE-DIMENSION GENERATED BY A SINGULAR SHILNIKOV ORBIT
- Reviewer: Bo Deng, bdeng@math.unl.edu Note: The following was prepared as a part of referee's report on a journal submission.
- FOOD CHAIN CHAOS DUE TO SHILNIKOV'S ORBIT BO DENG AND GWENDOLEN HINES
- SINGULAR PERTURBATION OF NFRONT TRAVELLING WAVES IN THE FITZHUGHNAGUMO EQUATIONS
- Mismatch Repair Implies Chargaff's PR2 For Nucleus DNA Abstract: Chargaff's second parity rule (PR2) holds empirically for most types of DNA that
- Optimizing A Communication System By Neural Circuits: The Magic Number 4 And Golden Ratio
- Equilibriumizing all food chain chaos through reproductive efficiency Department of Math and Statistics, University of Nebraska, Lincoln, Nebraska 68588-0323
- Refereed Publications: [P1] Bifurcation of a unique and stable periodic orbit from a homoclinic orbit in some infinite dimensional
- Food chain chaos with canard explosion Department of Mathematics, University of NebraskaLincoln, Lincoln, Nebraska 68588
- REGULAR ARTICLES Food chain chaos due to Shilnikov's orbit
- Food chain chaos due to junction-fold point Department of Math and Statistics, University of Nebraska, 810 Oldfather Hall, Lincoln,
