9.16. (10/23) Competition Flashcards

1
Q

niche breadth

A
  • variance of organism’s resource use
  • can be narrow or broad
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2
Q

niche separation

A
  • distance between resource use for two species
  • may be close or far
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3
Q

niche overlap

A
  • area of niche overlap between resource use of two species
  • causes interspecific competition
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4
Q

fundamental niche

A

range of resources usable by an organism when there is no interspecific competition
*true range of resources where this species could survive as long as there were no interactions with other species

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5
Q

realized niche

A
  • resource range used by an organism
  • subset of fundamental
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6
Q

competitive exculsion principle

A
  • how much competition is occurring between two species
  • two species cannot coexist indefinitely when they rely on the same resource/ niche
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7
Q

what relationship do niche overlap and amount of competition have?

A

proportional

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8
Q

Why can’t we fully trust numerical models for population?

A
  • simpler
  • empirical data and assumptions
  • abstract
  • human-conceived
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9
Q

Who are Lotka and Volterra?

A
  • 1926
  • 1932
  • developed the first mathematical models to simulate the effects of interspecific competition on population growth
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10
Q

what is the logistic growth equation?

A

change in number/time = per capita rate of increase (intrinsic rate of increase) * population size * (K-N/K)
* as n goes to k, rate of change goes to 0
* competition between members of a species increases as N gets closer to K
*models intraspecific competition

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11
Q

What is the equation for modeling interspecific competition?

A

Species 1: dN1/dt=rmax1N1(K1-N1-α12N2/K1)
Species 2: dN2/dt=rmax2N2(K2-N2-α21N1/K2)

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12
Q

What terms account for the negative effect of interspecific competition?

A

competition coefficients α12 and α21

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13
Q

What is α12?

A

effect of species 2 on reducing the abundance of species 1

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14
Q

What is α21?

A

effect of species 1 on reducing the abundance of species 2

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15
Q

What happens to the negative effect of the competition coefficient when the competitor population increases?

A

gets stronger

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16
Q

How do we use phase space to model interspecific competition?

A

number of species on x and y linked through time

17
Q

What are the steps to using interspecific competition modeling?

A
  1. equilibrium point (N1=0, K1-N1-α12N2=0)
    2.
18
Q

species 1 zero growth isocline

A

N1= K1-α12N2
negative line

19
Q

what does the lotka-volterra model assume?

A
20
Q

allopatric

A
21
Q

sympatric

A
22
Q

character displacement

A
  • islands
  • specialize
23
Q
A