Carol's biodiversity lectures Flashcards

1
Q

Reification

A

Accepting something as if it had empirical evidence when reality it has never been tested;

Abstract terms like biodiversity, ecological integrity, and ecossytem health can sometimes fall into concept of reification

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2
Q

Simplest measure of species diversity

A

Richness

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3
Q

The four metrics most commonly used in diversity studies

A

1) Species richness (univariate)
2) Species diversity (univariate)
3) Species composition (multivariate)
4) Abundance (univariate)

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4
Q

Downward bias of species richness

A

The more we sample, the higher species richness we detect;
However, the relationship is not linear (e.g., species-area curve, species-individuals curve)

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5
Q

How to deal with the downward bias of species richness

A

1) Experimentally standarize sampling area; otherwise site and spatial effects are confounded
2) Rarefing samples

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6
Q

Note: trying to standarize species-area by dividing spceis/area doesn’t work

A
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7
Q

Rarefied species richness

A

Richness of a sample when subsampling a set number of individuals

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8
Q

Making a rarefaction cruve (steps)

A

1) Re-sample a sample a large number of times (~100) and draw curve each time
2) Calculate average curve (smooth curve)

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9
Q

Species accumulation curve (its use)

A

To determine whether enough sampling has been done

(i.e., whether the curve has reached an asymtpote)

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10
Q

Species accumulation curve should not be used for…

A

Comparing different communities. This is because an accumulation curve is only one sampling, and it’s dependent on the order of individuals sampled. Thus, species accumulation curves should be rarified

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11
Q

A species accumulation curve can only be used to estimate total number of species when…

A

species accumulation curve can only be used to estimate total number of species when it reaches an asymptote

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12
Q

How to estimate richness when a rarefaction curve has not reached an asymptote

A

Asymptotic estimators like Chao1 can be used

Chao1:
Sobs = sample richness
f1 = number of singletons
f2 = number of doubletons

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13
Q

Components of species diversity

A

Species richness and evenness

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14
Q

The two most widely used measures of diversity

A

Simpson’s and Shannon’s

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15
Q

Simpson’s index

A

D = 1 - Σ(ni(ni-1)/N(N-1))

Proability of drawing two species from consecutive sampling

Somewhat biased by the most dominant species

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16
Q

Shannon’s index

A

H’ = -Σpiln(pi)

17
Q

Hill’s numbers aka effective numbers of species

A

Number of equally abundant species necessary to produce the observed value of diversity;

Because they are in the units ‘numbers of species’ values of diversity are comparable across different Hill number metrics;

Because of this Hill’s numbers should always be used

18
Q

Hills’ H’

A

H’Hill = exp(H’)

19
Q

Hill’s D

A

DHill = 1/(1-D)

20
Q

How to deal with the downward bias of species diversity

A

1) Standarize sampleing area
2) Rarefaction can be done for diversity indeces using Hill’s formulae (but is rarely done)