Chapter 4: Abundance Flashcards

1
Q

population

A

a collection of individuals of a species in a defined area, for which it is meaningful to refer to abundances, birth and death rates, sex ratios, and age structure

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2
Q

BIDE equation

A

Nt+1 = Nt + Bt + It - Dt - Et

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3
Q

density

A

if abundance is scaled per unit area

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4
Q

incomplete detection

A

since we cannot count them all, we have to deal with it

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5
Q

estimate of abundance variable

A

N

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6
Q

estimate of abundance formula

A

N = count / p

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7
Q

census

A

complete count

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8
Q

the value of p is often

A

< 1

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9
Q

indices

A
  • not sampling actual animals
  • cannot estimate p
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10
Q

indices: to rely on for abundance

A

known relationship between index and abundance

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11
Q

indices: to rely on for trend

A

constant relationship between index and abundance

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12
Q

transect methods

A

count animals along a line

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13
Q

types of transect methods

A
  • distance sampling
  • replicated counts
  • viewshed methods
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14
Q

distance sampling

A
  • p decreases with distance
  • detection function can be estimated
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15
Q

key assumptions of distance sampling

A
  • all animals directly on the line are seen
  • animals are counted only once and do not move before being sighted
  • perpendicular distances are measured exactly
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16
Q

example of sightings from a line, from a center of a circle

A

point counts of birds

17
Q

CMR

A

capture-mark-recapture

18
Q

two types of CMR models

A
  • closed population models
  • open population models
19
Q

closed population models

A

no change in the population during sampling period (no births, deaths, immigration or emigration)

20
Q

open population models

A

birth, death, immigration, and/or emigration may occur and be estimated

21
Q

mark-recapture concept

A
  • sample animals from a population and mark them
  • let the population mix
  • resample the population
  • count marked and unmarked animals
22
Q

Lincoln-Petersen: Foundational method

A

2 sessions
- 1 session to mark animals
- 1 session to estimate p

23
Q

n1

A

captured on 1st day

24
Q

n2

A

captured on 2nd day

25
Q

m2

A

captured on day 2 with marks

26
Q

p =

A

m2/n1

27
Q

N =

A

n1n2 / m2

28
Q

Lincoln Petersen - corrected for finite population sizes

A

N = [(n1 + 1)(n2 + 1) / (m2 + 1)] - 1

29
Q

assumptions of Lincoln Petersen

A
  • population is closed
  • marks are not lost
  • all animals are equally likely to be captured
30
Q

all animals are equally likely to be captured

A
  • time
  • heterogeneity among individuals
  • behavioral response
31
Q

violations of equal catchability

A
  • temporal
  • individual
  • behavioral
32
Q

violations of equal catchability: temporal

A

conditions change over time

33
Q

violations of equal catchability: individual

A

each animal varies in capture probability

34
Q

violations of equal catchability: behavioral

A

trap happy vs trap shy

35
Q

additional points about L-P estimator

A
  • animals do not have to be individually identified
  • animals can be “captured” using different methods for the two sessions
36
Q

physically capturing and marking animals can be:

A
  • stressful and/or dangerous for both study species ad researchers
  • logistically difficult
37
Q

non-invasive “capture” and “mark” methods

A
  • genetic methods
  • photography/camera traps
38
Q

non-invasive “capture” and “mark” methods: genetic methods

A
  • collect DNA from sloughed animal cells
  • individual “marks” are highly variable genetic markers across several loci that can ID at individual levels
39
Q

non-invasive “capture” and “mark” methods: photography/camera traps

A

ID animals from natural markings