Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Trophic_function> ?p ?o. }
Showing items 1 to 28 of
28
with 100 items per page.
- Trophic_function abstract "Trophic function is defined by Kolmogorov predator-prey system of equation, also called as Kolmogorov predator-prey model. It has generalized the linear case of predator-prey interaction firstly described by Volterra and Lotka in Lotka-Volterra equation. Since Lotka-Volterra, a simple, credible alternative has emerged in the form of the Arditi-Ginzburg equations. Trophic function represents the power of the predator to consume the preys under given number of the predators. Application of the trophic function (also referred as the functional response) was widely done in chemical kinetics, biophysics, mathematical physics and economics. Predator and prey in economics are various economic parameters such as price and output (number of produced goods), outputs of the linked sectors (processing and supply ones) which were found to have similar character of relationship as the one for magnitudes in chemical kinetics where various predators and preys actually interact with each other.Universal character of the findings in various sciences has proven the fact that the trophic functions as well as predator-prey models are having an inter-disciplinary essence. In other words, it is amazing that the dynamics of the objects having different nature obey the same principles in their temporarily changing dynamics and may be analysed by using results already discovered in other sciences. Among the features of the trophic function which have been having scholars attention is its ability to serve as a tool in forecasting temporarily stable conditions (limit cycle and/or attractor) of the linked dynamics of predator and prey. According to Pontryagin L.S. theorem, on the bending points of the trophic function there exist a limit cycle in the linked dynamics of predator and prey.An importance of the trophic function seems high in chaos circumstances when one has numerous temporarily changing magnitudes and objects, as it is particularly in global economics. To define and forecast the dynamics in this case becomes highly difficult and mostly impossible if to use linear methods. The trophic function is a tool which allows to use non-linear dynamics analysis and find out if there is a limit cycle or attractor in the dynamics of the objects. Since in nature there exist only temporarily stable objects (otherwise they would not take place) then there must be limit cycles and attractors in the dynamics of naturally existing and observed objects (chemistry, flora and fauna, economics, universe dynamics). It leads to a conclusion that we haven't found yet these specific features of the objects but they are nevertheless are behind the dynamics of the various objects surrounding us.Despite the success already achieved in the research of the trophic functions one may only state that the work in this direction only begins, while their applicational importance is without a doubt. The global economics, for instance, needs tools to be developed in order to be able to forecast the dynamics of the output and price at least within 3–5 years, to have stable demand and not to over-produce and to exclude circumstances created 2008 financial crisis.".
- Trophic_function wikiPageExternalLink www.maxwellsci.com.
- Trophic_function wikiPageID "26617884".
- Trophic_function wikiPageRevisionID "561701955".
- Trophic_function hasPhotoCollection Trophic_function.
- Trophic_function subject Category:Population_models.
- Trophic_function subject Category:Predation.
- Trophic_function type Assistant109815790.
- Trophic_function type CausalAgent100007347.
- Trophic_function type LivingThing100004258.
- Trophic_function type Model110324560.
- Trophic_function type Object100002684.
- Trophic_function type Organism100004475.
- Trophic_function type Person100007846.
- Trophic_function type PhysicalEntity100001930.
- Trophic_function type PopulationModels.
- Trophic_function type Whole100003553.
- Trophic_function type Worker109632518.
- Trophic_function type YagoLegalActor.
- Trophic_function type YagoLegalActorGeo.
- Trophic_function comment "Trophic function is defined by Kolmogorov predator-prey system of equation, also called as Kolmogorov predator-prey model. It has generalized the linear case of predator-prey interaction firstly described by Volterra and Lotka in Lotka-Volterra equation. Since Lotka-Volterra, a simple, credible alternative has emerged in the form of the Arditi-Ginzburg equations. Trophic function represents the power of the predator to consume the preys under given number of the predators.".
- Trophic_function label "Trophic function".
- Trophic_function sameAs m.0bhb8hm.
- Trophic_function sameAs Q7845623.
- Trophic_function sameAs Q7845623.
- Trophic_function sameAs Trophic_function.
- Trophic_function wasDerivedFrom Trophic_function?oldid=561701955.
- Trophic_function isPrimaryTopicOf Trophic_function.