Co je to ekologická stabilita
Ekologická stabilita je vědeckou teorií, která hovoří o rovnovážném mezidruhovém soužití s minimálními výkyvy, kdy však krátkodobě může dojít k procesům, které rovnováhu poruší. Příkladem budiž přílišný nárůst populace jednoho druhy, který naruší systém lovec/potrava a tím zapříčiní velké ekologické potíže. Samotná příroda by si však měla časem sama poradit i s tímto problémem a uvést vše zpátky do normálního stavu.
![Výsledek obrázku pro Co je to ekologická stabilita](data:image/jpeg;base64,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)