Lecture 15 Flashcards

(19 cards)

1
Q

What two factors determine the colonization rate (C) in a simple model?

A
  1. The proportion of empty patches available for colonization (1 - P)
  2. The proportion of occupied patches (P) that provide colonists with colonization probability (m)

C=mP(1−P)

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2
Q

What is the equation for change in proportion of occupied patches (P) over time?

A

dP/dt =mP(1−P)−eP

Where:
- mP(1 - P) = Colonization rate
- eP = Extinction rate

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3
Q

What does the intersection of colonization (C) and extinction (E) curves represent?

A

The equilibrium proportion of occupied patches where colonization and extinction rates are equal (C = E)

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4
Q

Why is the colonization rate (C) curved, while the extinction rate (E) is linear?

A
  • C is curved because colonization depends on both occupied patches (P) and empty patches (1 - P).
  • E is linear because extinction is directly proportional to the number of occupied patches.
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5
Q

What happens if organisms disperse more?

A

Colonization rate increases, leading to a higher equilibrium P (more occupied patches)

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6
Q

What happens if patch distance increases?

A

Dispersal decreases, leading to lower colonization and potentially more empty patches

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7
Q

What are the key assumptions of the simple metapopulation model?

A
  1. All patches are equal in quality.
  2. Colonization and extinction rates are the same across patches.
  3. Each occupied patch contributes equally to dispersal.
  4. Colonization and extinction occur independently in each patch.
  5. Colonization rate is proportional to the fraction of occupied patches.
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8
Q

What is a source-sink population?

A
  • Source (r > 0): High-quality habitat where the population grows and produces emigrants.
  • Sink (r < 0): Low-quality habitat where the population cannot sustain itself without immigration.
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9
Q

What is the Rescue Effect?

A

High immigration rates prevent a population from going extinct by ensuring frequent recolonization

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10
Q

What is a Mainland-Island Metapopulation Structure?

A

A single mainland patch serves as the dominant source of individuals migrating to smaller habitat patches

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11
Q

How do metapopulations change our understanding of population dynamics?

A
  1. Spatial structure is key for population persistence.
  2. Local populations cannot be considered in isolation.
  3. Metapopulation structure can be as important as traditional factors (e.g., birth/death rates).
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12
Q

How are metapopulation models useful for conservation?

A
  • Help design parks and species protection plans.
  • Emphasize corridors & barriers in fragmented landscapes.
  • Raise questions about whether corridors can counteract habitat loss.
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13
Q

What key question must be asked when studying metapopulations?

A
  1. Is the population a single unit, or part of a larger connected metapopulation?
  2. How does scale impact our assessment of landscape structure?
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14
Q

4 conditions that define metapopulation

A
  1. Suitable habitat is in discrete patches that are
    occupied by breeding populations
  2. Even the largest patch has a risk of extinction
  3. Habitat patches are not too isolated to prevent
    recolonization
  4. Population dynamics are not synchronized
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15
Q

Spatial scales?

A
  • Local scale: within a patch
  • Regional scale: between patcher (metapopulation)
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16
Q

Colonization

A

the movement of individuals from
occupied sites to unoccupied sites to form a new local population

17
Q

Does scale matter when assessing metapopulations and landscape structure?

a
Yes, it is important to pick the right scale when we draw a map of a metapopulation and its landscape

b
Yes, the landscape used (patch size, distance between patches) needs to match the biology of the species studied

c
No, landscape structure stays the same and follow the same theoretical model without being influenced by scale

d
No, the methodology followed stays the same across scales

A

b
Yes, the landscape used (patch size, distance between patches) needs to match the biology of the species studied

18
Q

What is P while modelling a metapopulation?

A

The fraction of patches occupied in a metapopulation (ranges from 0-1)