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22 Cards in this Set
- Front
- Back
N(t+1) = (R0)(Nt) |
Nt = the number of individuals in generation Nt+1 = the number of individuals in the next generation R0= net reproductive rate this equation gives an estimate of population in next generation |
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if we wanted to estimate the change in population size, what equation would we use |
dN/dt = (b-d) N b = birth rate d = death rate N = population size |
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intrinsic rate of increase |
rate at which a population will change in size dN/dt = rN |
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greater values of (r) lead to... |
faster population growth |
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(r)(N) |
exponential or geometric growth model measures population size over time |
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geometrically population growth |
when a population breeds seasonally J shaped curves because no constraints on population growth |
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exponentially population growth |
species reproduce almost continuously and generations overlap J shaped curves because no constraints on population growth |
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limitations to exponential growth |
resources will become limiting the population will crash after numbers exceed sustainable levels of resources the rate of population growth will slow as the population approaches resource limitations |
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how to account for limitations of exponential growth model |
resource availability should reduce the rate of growth of a population this limitation can be incorporated into a model to reflect changes in the pattern of population growth |
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carrying capacity (K) |
the total number of individuals a habitat can support for a given population K is incorporated into the logistic model of population growth to model changes in population size when growth is constrained |
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dN/dt = rN(K-N) / K |
correction factor how to build logistic growth model if correction factor is large, population will increase |
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population regulation |
processes that create bounds in fluctuations of population size |
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density dependent regulation |
correlation between changes in population size and either birth rate or death rate shaped by biotic interactions |
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density independent regulation
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changes in population size are not related to changes in birth and death rate driven by environmental factors |
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equation for predicting thrip population |
Andrewartha and Birch (1954) |
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life history |
any aspect of the developmental pattern and mode of reproduction of and organism |
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life history strategies |
mechanisms by which organisms deal with or circumvent potentially harmful interactions and maximize reproductive success adaptive strategies formed throughout natural selection |
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semelparity |
when offspring are produces in a single reproductive event common in insects these organisms may live for many years before reproducing once, then dying stable environment |
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iteroparity |
the pattern of repeated reproduction at intervals throughout life cycles (seasonal) common in vertebrates and perennial plant (trees) variation occurs in the number of reproductive events and in the number of offspring per event poor environment |
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continuous iteroparity |
individuals reproduce repeatedly at any time of the year parasites, primates |
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bet hedging |
some species show characteristics of both r and K selection |
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K selected species |
at risk of extinction tend to be bigger require more habitat to live tend to have fewer offspring, so populations cannot recover as fast breed at later age |