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      The Mathematics Behind Biological Invasions 

      Stochasticity and Invasion Dynamics

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          Invasion success of vertebrates in Europe and North America.

          Species become invasive if they (i) are introduced to a new range, (ii) establish themselves, and (iii) spread. To address the global problems caused by invasive species, several studies investigated steps ii and iii of this invasion process. However, only one previous study looked at step i and examined the proportion of species that have been introduced beyond their native range. We extend this research by investigating all three steps for all freshwater fish, mammals, and birds native to Europe or North America. A higher proportion of European species entered North America than vice versa. However, the introduction rate from Europe to North America peaked in the late 19th century, whereas it is still rising in the other direction. There is no clear difference in invasion success between the two directions, so neither the imperialism dogma (that Eurasian species are exceptionally successful invaders) is supported, nor is the contradictory hypothesis that North America offers more biotic resistance to invaders than Europe because of its less disturbed and richer biota. Our results do not support the tens rule either: that approximately 10% of all introduced species establish themselves and that approximately 10% of established species spread. We find a success of approximately 50% at each step. In comparison, only approximately 5% of native vertebrates were introduced in either direction. These figures show that, once a vertebrate is introduced, it has a high potential to become invasive. Thus, it is crucial to minimize the number of species introductions to effectively control invasive vertebrates.
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            Elements of Mathematical Ecology

            Mark Kot (2001)
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              ON POPULATION GROWTH IN A RANDOMLY VARYING ENVIRONMENT

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                Author and book information

                Book Chapter
                2016
                May 06 2016
                : 211-232
                10.1007/978-3-319-32043-4_7
                62d9e187-5f01-411a-80a0-24cd38c1b43c
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