prey-predator relationship - vertaling naar russisch
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prey-predator relationship - vertaling naar russisch

FIRST-ORDER NONLINEAR DIFFERENTIAL EQUATIONS, FREQUENTLY USED TO DESCRIBE THE DYNAMICS OF BIOLOGICAL SYSTEMS IN WHICH TWO SPECIES INTERACT, ONE AS A PREDATOR AND THE OTHER AS PREY
Lotka-Volterra cycle; Lotka-Volterra equations; Volterra-Lotka equations; Lotka -- Volterra equations; Predator-prey equations; Lotka-Volterra system; Predator-prey interaction; Volterra-Lotka equation; Lotka volterra; Volterra's principle; Lotka-Volterra model; Lotka-volterra equations; Predator-prey dynamics; Predator-prey dynamic; Predator-prey interactions; Lotka-Volterra equation; Lotka Volterra equation; Lotka-Volterra; Lotka–Volterra; Predator–prey equations; Predator-prey model; Atto-fox problem; Predator-Prey; Parasite-Host; Wikipedia talk:Articles for creation/Atto-fox problem; Predator prey equations; Volterra equations; Lotka–Volterra equation; Lotka–Volterra model; Predator–prey dynamics; Predator-prey relationship; Rosenzweig–MacArthur model; Rosenzweig-MacArthur model; Predator–prey interactions
  • Population dynamics for baboons and cheetahs problem mentioned aside.
  • snowshoe hare]] (yellow, background) and [[Canada lynx]] (black line, foreground) furs sold to the [[Hudson's Bay Company]]. Canada lynxes eat snowshoe hares.
  • Phase-space plot for the predator prey problem for various initial conditions of the predator population.

prey-predator relationship      

общая лексика

отношение хищник - жертва

predator-prey model         

общая лексика

модель "хищник - жертва" (математическая модель гуморального иммунного ответа на метаболизирующие антигены)

математика

модель хищник-жертва

top carnivore         
  • ''[[Anomalocaris]]'' was an apex predator in the [[Cambrian]] seas.<ref name=Callaway2011/>
  • [[Human]]s sometimes live by hunting other animals for food and materials such as fur, sinew, and bone, as in this [[walrus]] hunt in the Arctic, but their status as apex predators is debated.
  • boar]] hunt.
  • The [[wolf]] is both an apex predator and a [[keystone species]], affecting its prey's behaviour and the wider ecosystem.
  • The [[great white shark]] (bottom) was originally considered an apex predator of the ocean; however, the [[orca]] (killer whale, top) has proven to be a predator of the shark.
  • The reintroduction of predators like the [[lynx]] is attractive to conservationists, but alarming to farmers.
  • date=2013-09-06 }} ''National Geographic''. Retrieved 2010-01-25.</ref>
  • doi-access=free }}</ref>
  • [[Tiger shark]]s are popular [[ecotourism]] subjects, but their ecosystems may be affected by the food provided to attract them.
PREDATOR RESIDING AT THE TOP OF A FOOD CHAIN, WITH NO PREDATORS OF ITS OWN
Super predators; Top-level predator; Apex hunter; Alpha predator; Top predator; Top carnivore; List of apex predators; Top level predator; Apex predators; List Of Apex Predators; List of Apex Predators; Large carnivore; Top consumer; Top-level predators; Super-predator; Apex Predator; Top predators; Macro-predator; Highest trophic level; Evolutionary history of apex predators; Macropredator

общая лексика

хищник

стоящий во главе трофической цепи

Definitie

ПЛИОЗАВР
а, м., одуш., пал.
Очень крупная хищная морская рептилия из группы плезиозавров с огромным (до 3 м в поперечнике) черепом и короткой шеей.

Wikipedia

Lotka–Volterra equations

The Lotka–Volterra equations, also known as the predator–prey equations, are a pair of first-order nonlinear differential equations, frequently used to describe the dynamics of biological systems in which two species interact, one as a predator and the other as prey. The populations change through time according to the pair of equations:

where
  • x is the number of prey (for example, rabbits);
  • y is the number of some predator (for example, foxes);
  • d y d t {\displaystyle {\tfrac {dy}{dt}}} and d x d t {\displaystyle {\tfrac {dx}{dt}}} represent the instantaneous growth rates of the two populations;
  • t represents time;
  • α, β, γ, δ are positive real parameters describing the interaction of the two species.

The Lotka–Volterra system of equations is an example of a Kolmogorov model, which is a more general framework that can model the dynamics of ecological systems with predator–prey interactions, competition, disease, and mutualism.

Vertaling van &#39prey-predator relationship&#39 naar Russisch