Lecture 23: Population Regulation, Intraspecific Competition Flashcards

1
Q

What assumptions do the logistic and geometric growth models make?

A
  1. Closed population
  2. Per capita births/deaths are constant – unlimited food
  3. No competition, predation, disease
  4. No age or size structure (all equal probability of giving birth)
  5. Growth depends on current pop. size, not a past pop. size
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2
Q

What are the limits on population growth?

A

Density INdependent factors: affect population size regardless of density

Density DEpendent factors: affect population size in relation to population density

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3
Q

What are the two types of dependence for density-dependent factors?

A
  1. Negative density dependence: growth rate DECLINES with increasing density
    (ex. competition for limiting resources).
  2. Positive density dependence (“Allee effects”): growth rate INCREASES with increasing density
    (ex. easier to find mates, less pollen-limitation, inbreeding less likely, lower per capita predation risk)
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4
Q

What is the effect of increasing resources on carrying capacity (K)?

A

Increases K

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5
Q

Logistic growth model: delayed density dependence
(ex. when births occur during one season and mating occurs during another)

A
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6
Q

intraspecific competition: logistic growth model

negative density dependence:

A

-(negative) density dependence:
b’ = b – aN d’ = d + cN

-birth rate should decrease as N increases (competition); death rate should increase

-b and a, d and c, are constants; a and c are measures of the strength of density dependence

-when N small, actual birth rate (b’) is similar to b; actual death rate (d’) is similar to d

-when N gets larger, actual birth rate declines, death rate increases

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7
Q

Using the Intraspecific competition: logistic growth model, determine when the population will increase

(dN/dt>1)

A
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8
Q

Using the Intraspecific competition: logistic growth model, determine when the population will decrease?

(dN/dt <1)

A
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9
Q
A
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10
Q

Intraspecific competition: logistic growth model (this looks useful)

A
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11
Q

logistic growth model – delayed density dependence

A

births may be in response to earlier conditions; e.g., mating may occur in fall, but births
may only happen following spring when population size is very different.
35

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