lec 17 Flashcards

1
Q

what is a population

A

collection of living things in an area

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2
Q

formula for pop density

A

N(pop size)/area

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3
Q

why is N(pop size) important

A

natural resource management
-size of fish stocks in ocean
-abundance of outbreaking insect pests in forests

conservation
-pop declines of species

health
-monitoring pop of viruses or bacteria in humans

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4
Q

Myotis lucifungus bats and white-nose

A

devastated bat population

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5
Q

malthus theory

A

human pop cant grow faster than resources produced

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6
Q

Paul Ehrlich

A

published “the population bomb”

argued that the explosive growth in the human pop would have catastrophic social and environ. consequences

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7
Q

what is the goal of most pop models

A

-predict the path of pop growth thru time

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8
Q

what are time steps in a pop model

A

use concept of limits and calc to ensure growth is smooth and best suited for species with cont. reproduction

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9
Q

E meaning

A

number who emigrate during one time step

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10
Q

I meaning

A

number who immigrate during one time step

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11
Q

birth and what are equiv

A

birth and immigration are equivalent (i.e. individuals added to pop)

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12
Q

death and what are equiv

A

death and emigration are equivalent (i.e. individuals removed from pop)

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13
Q

treat birth and death during one time step as ____ that are…

A

per-capita rates; fixed constants

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14
Q

lambda

A

multiplicative factor by which pop changes over time

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15
Q

if births exceed deaths..

A

pop grows

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16
Q

if deaths exceed births…

A

pop shrinks

17
Q

relationship b/w lambda and r

A

ln(lambda)=r

18
Q

dN/dt

A

slope of the growth curve at any point

19
Q

what does a constant positive growth rate represent

A

produces a pop size that isnt constant but rather exploding in an exponential way

20
Q

explain why species can’t stay as lambda greater or less than 1

A

lambda>1 births exceed deaths, no species can sustain that for a long period

lambda<1 deaths exceed births, no surviving species can maintain that due to going extinct

21
Q

density-dependent regulation

A

growth depends on pop size

In such systems, factors that limit population size become more intense as the population density increases.

This means the population’s growth and survival are affected by how crowded the population becomes

e.g. competition for resources, predation

22
Q

density-independent regulation

A

refers to factors that affect population size or growth regardless of the population’s density

density-independent factors do not intensify or diminish based on how crowded a population is

Instead, these factors act uniformly, impacting a population no matter its size.

e.g., natural disasters, weather

23
Q

what happens if N gets too big

A

-pop growth stops
-reaches carrying capacity since pop size is too big

24
Q

logistic braking term

A

models the simplest form of density dependence

25
Q

at low density…

A

no braking

26
Q

complete braking when…

A

N approaches K

27
Q

logistic model produces…

A

s-curve (sigmoid)

28
Q

when are logistic trajectories truly s-shaped?

A

only when starting from low numbers

29
Q

at carrying capacity, slope is

A

0

30
Q

pros of logistic model

A

simple(only 1 extra parameter, K)
-model of intraspecific competition for resources

31
Q

cons of logistic model

A

too simple (specifies 1 kind of density dependence)
-likely to be non-linear, which overshoots K