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Journal Article
Ecology, ISSN 0012-9658, 06/2019, Volume 100, Issue 6, pp. e02708 - n/a
The competitive exclusion principle is fundamental to understanding coexistence. Well‐established theories predict the conditions for coexistence in... 
R theory | competitive exclusion principle | persistence | mutualisms | competition | coexistence | PLANT | PREDATION | SOIL COMMUNITY | MECHANISMS | ECOLOGY | IMPACTS | POPULATION-DYNAMICS | PROMOTE | FEEDBACK | Competition | Coexistence | Pauli exclusion principle | Mutualism | Commodities
Journal Article
Journal Article
Journal of Applied Microbiology, ISSN 1364-5072, 05/2018, Volume 124, Issue 5, pp. 1243 - 1253
Aims This study aimed to investigate intraspecies assertiveness of meat‐borne Lactococcus piscium isolates, inhibitory effects on unwanted and harmful meat... 
competitive exclusion | Lactococcus piscium | bioprotective culture | meat spoilage | assertiveness | Bacteria | Beef | Microbiota (Symbiotic organisms) | Contamination | Cultivation | Hafnium oxide | Shelf life | Leuconostoc | Spoilers | Serratia | Meat | Microbiota | Inoculation | Random amplified polymorphic DNA | Spoilage | Food safety | Product safety | Strains (organisms)
Journal Article
Journal of Mathematical Biology, ISSN 0303-6812, 6/2014, Volume 68, Issue 7, pp. 1607 - 1626
Journal Article
Oikos, ISSN 0030-1299, 01/2018, Volume 127, Issue 1, pp. 85 - 98
It has been hypothesized that allelopathy can prevent competitive exclusion and promote phytoplankton diversity in aquatic ecosystems, where numerous species... 
PLANKTON | COEXISTENCE | HARMFUL ALGAL BLOOMS | COMMUNITY | ALLELOCHEMICAL INTERACTIONS | GROWTH | DINOFLAGELLATE | DYNAMICS | POPULATIONS | ECOLOGY | MODEL | Analysis | Biological diversity | Competition | Nutrients (mineral) | Ecosystems | Allelopathy | Cultures | Dominance | Coexistence | Biodiversity | Species diversity | Hypotheses | Dynamics | Phytoplankton | Nutrients | Resources | Species | Aquatic ecosystems
Journal Article
Computers and Mathematics with Applications, ISSN 0898-1221, 05/2016, Volume 71, Issue 9, pp. 1799 - 1817
In this work, we study a time delayed reaction–diffusion system with homogeneous Neumann boundary conditions. This system describes two predators competing for... 
Global asymptotic stability | Predator–prey | Coexistence | Hopf bifurcation | Competitive exclusion principle | Predator-prey | TIME DELAYS | MATHEMATICS, APPLIED | BEHAVIOR | EPIDEMIC MODEL | CHEMOSTAT | INTERNAL STORAGE | DYNAMICS | BIFURCATION | PATHOGENS | Information science | Models | Predators | Asymptotic properties | Oscillations | Constants | Mathematical models | Pauli exclusion principle | Steady state | Delay
Journal Article
Food Control, ISSN 0956-7135, 2005, Volume 16, Issue 8, pp. 657 - 667
Journal Article