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Showing 1-20 of 4,091 results
  1. Effects of Stage Structure on Coexistence: Mixed Benefits

    The properties of competition models where all individuals are identical are relatively well-understood; however, juveniles and adults can experience...

    Gaël Bardon, Frédéric Barraquand in Bulletin of Mathematical Biology
    Article 23 March 2023
  2. Coexistence in two-species competition with delayed maturation

    Inter- and intraspecific competition is most important during the immature life stage for many species of interest, such as multiple coexisting...

    Maud El-Hachem, Nicholas J. Beeton in Journal of Mathematical Biology
    Article Open access 19 December 2023
  3. Coexistence of singular cycles in a class of three-dimensional piecewise affine systems

    Singular cycles (homoclinic orbits and heteroclinic cycles) play an important role in the study of chaotic dynamics of dynamical systems. This paper...

    Minghao Liu, Ruimin Liu, Tiantian Wu in Computational and Applied Mathematics
    Article 20 June 2024
  4. Local intraspecific aggregation in phytoplankton model communities: spatial scales of occurrence and implications for coexistence

    The coexistence of multiple phytoplankton species despite their reliance on similar resources is often explained with mean-field models assuming...

    Coralie Picoche, William R. Young, Frédéric Barraquand in Journal of Mathematical Biology
    Article 25 April 2024
  5. Typical coexistence of infinitely many strange attractors

    Pablo G. Barrientos, Juan David Rojas in Mathematische Zeitschrift
    Article 04 January 2023
  6. Permanence via invasion graphs: incorporating community assembly into modern coexistence theory

    To understand the mechanisms underlying species coexistence, ecologists often study invasion growth rates of theoretical and data-driven models....

    Josef Hofbauer, Sebastian J. Schreiber in Journal of Mathematical Biology
    Article Open access 18 October 2022
  7. Niche differentiation in the light spectrum promotes coexistence of phytoplankton species: a spatial modelling approach

    The paradox of the plankton highlights the apparent contradiction between Gause’s law of competitive exclusion and the observed diversity of...

    Christopher M. Heggerud, King-Yeung Lam, Hao Wang in Journal of Mathematical Biology
    Article Open access 15 March 2023
  8. Substrate inhibition can produce coexistence and limit cycles in the chemostat model with allelopathy

    In this work, we consider a model of two microbial species in a chemostat in which one of the competitors can produce a toxin (allelopathic agent)...

    Nour El Houda Zitouni, Mohamed Dellal, Mustapha Lakrib in Journal of Mathematical Biology
    Article 13 June 2023
  9. Optimal protein production by a synthetic microbial consortium: coexistence, distribution of labor, and syntrophy

    The bacterium E. coli is widely used to produce recombinant proteins such as growth hormone and insulin. One inconvenience with E. coli cultures is...

    Carlos Martínez, Eugenio Cinquemani, ... Jean-Luc Gouzé in Journal of Mathematical Biology
    Article 03 July 2023
  10. Competitive Exclusion and Coexistence in a Stoichiometric Chemostat Model

    In this paper, we incorporate stoichiometry into a competition model in chemostat culture. We first discuss the dynamics of this stoichiometric...

    Article 05 July 2022
  11. Lotka–Volterra model with Allee effect: equilibria, coexistence and size scaling of maximum and minimum abundance

    The Lotka–Volterra competition model (LVCM) is a fundamental tool for ecology, widely used to represent complex communities. The Allee effect (AE) is...

    Denise Cammarota, Noemi Zeraick Monteiro, ... Angel M. Segura in Journal of Mathematical Biology
    Article 06 November 2023
  12. Competitive coexistence of seasonal breeders

    Many species are annual breeders who, between reproductive events, consume resources and may die. Their resource often reproduces continuously or has...

    Yunfeng Geng, Frithjof Lutscher in Journal of Mathematical Biology
    Article 22 September 2021
  13. Atomistic Simulation of the Coexistence of Liquid–Vapor Phase States for Gold and Determination of Critical Parameters

    Abstract

    The work is devoted to the study (on the example of gold) of the properties of metals near the critical point. Long-term studies testify to...

    V. I. Mazhukin, O. N. Koroleva, ... A. A. Aleksashkina in Mathematical Models and Computer Simulations
    Article 22 September 2022
  14. Competitive exclusion and coexistence phenomena of a two-strain SIS model on complex networks from global perspectives

    Genetic heterogeneity plays an important role in exploring the interplays of microorganisms. Competitive exclusion principle is the main principle...

    **aoyan Wang, Junyuan Yang, **aofeng Luo in Journal of Applied Mathematics and Computing
    Article 16 February 2022
  15. Coexistence of limit cycles in a septic planar differential system enclosing a non-elementary singular point, using Riccati equation

    We give a new family of planar polynomial differential systems of degree seven with a non elementary point at the origin. We show the integrability...

    R. Allaoua, R. Cheurfa, A. Bendjeddou in São Paulo Journal of Mathematical Sciences
    Article 21 June 2022
  16. On a Nonlinear Mathematical Model for the Description of the Competition and Coexistence of Different-Language Speakers

    We study the well-known three-component nonlinear system of equations of reaction-diffusion-type simulating the processes of competition and...

    V. V. Davydovych, R. M. Cherniha in Journal of Mathematical Sciences
    Article 24 July 2021
  17. Front propagation in both directions and coexistence of traveling fronts and pulses

    For a scalar reaction-diffusion equation, a traveling wave is a special type of solution which as a function of time transforms a higher energy...

    Article 05 May 2023
  18. A general theory of coexistence and extinction for stochastic ecological communities

    We analyze a general theory for coexistence and extinction of ecological communities that are influenced by stochastic temporal environmental...

    Alexandru Hening, Dang H. Nguyen, Peter Chesson in Journal of Mathematical Biology
    Article 07 May 2021
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