Rates of evolution. Quantifying evolutionary rates the darwin 1 darwin is a change in the character...

107
Rates of evolution

Transcript of Rates of evolution. Quantifying evolutionary rates the darwin 1 darwin is a change in the character...

Page 1: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Rates of evolution

Page 2: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Quantifying evolutionary rates

the darwin 1 darwin is a change in the character by a factor of e in 1 million years

Haldane 1949. Evolution 3: 51-56.

ln (x2) – ln (x1)d = t

Page 3: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Measuring evolutionary rates

the darwin the haldane

x2

h = g

sp

x1sp

( ( )) -

Sp= pooled standard deviation = SS1 + SS2

n1 + n2 - 2

g= number of generations separating the samplesSSi = sum of squared deviations for sample ini = sample size of sample i

Page 4: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Measuring evolutionary rates

the darwin the haldane specifying subscripts

dx(a:b,c) x = p (phenotypic) or g (genetic)

a= 1 (length), 2 (area) or 3 (volume)

b= log10(years over which the change was measured)

c = log10(years over which the rate is specified)

Page 5: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Measuring evolutionary rates

the darwin the haldane specifying subscripts

dp(1:0.95,6.0) phenotypic

length

log10(9); period of 9 years

log10(1000000); expressed over 1 million years

Page 6: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Measuring evolutionary rates

the darwin the haldane specifying subscripts

hx(b) x = p (phenotypic) or g (genetic)

b= log10(generations over which the change was measured)

Page 7: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Sources of information on evolutionary rates

artificial selection experiments

Page 8: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Rezende et al. 2006. J. Exp. Biol. 209: 115-127.

House mouse – Mus musculus

Page 9: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Rezende et al. 2006. J. Exp. Biol. 209: 115-127.

control

control

control

control

select

select

select

select

control

control

control

control

select

select

select

select

36 generations

control

select

select

Page 10: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Rezende et al. 2006. J. Exp. Biol. 209: 115-127.

control

control

control

control

select

select

select

select

control

control

control

control

select

select

select

select

36 generations

Distance run+137%Adult body mass -13.6%

Fat content -24.5%Food intake +8%

VO2max+13.2%

Page 11: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Rezende et al. 2006. J. Exp. Biol. 209: 115-127.

Page 12: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Sources of information on evolutionary rates

artificial selection experiments ‘natural’ experiments

allochronic and synchronic designs

Page 13: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Grant & Grant 1995. Evolution 49: 241-245.

Medium ground finch – Geospiza fortis

Page 14: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

rain

fall

(cm

)

0

5

10

15

20

25

1970 1975 1980 1985

1976

Page 15: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Geospiza fortis

200

400

600

800

1000

1200

1400

1975 1976 1977 1978

popu

latio

n si

ze

Page 16: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

0

2

4

6

8

10

12

1975 1976 1977 1978

seed

abu

ndan

ce (g

m-2

)

Jamaican fever plant - Tribulus cistoides

Page 17: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

4

5

6

1975 1976 1977 1978

size

of a

vaila

ble

seed

s

Jamaican fever plant - Tribulus cistoides

Page 18: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Geospiza fortis

1981-1982

1976-1977

-0.5 0 0.5

weightwing length

beak lengthbeak depthbeak width

tarsus size

-0.5 0 0.5

weightwing length

beak lengthbeak depthbeak width

tarsus size

selection differential

Page 19: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

rain

fall

(cm

)

0

5

10

15

20

25

1970 1975 1980 1985

1976 1983

Page 20: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Geospiza fortis

1981-1982

1976-1977

-0.5 0 0.5

1984-1985

weightwing length

beak lengthbeak depthbeak width

tarsus size

-0.5 0 0.5

weightwing length

beak lengthbeak depthbeak width

tarsus size

weightwing length

beak lengthbeak depthbeak width

tarsus size

selection differential

Page 21: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Geospiza fortis

1976-1977

1984-1985

weight

weight

r = +32250 darwin ≈ +0.709 haldanes

r = -11750 darwin ≈ -0.375 haldanes

Page 22: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Sources of information on evolutionary rates

artificial selection experiments ‘natural’ experiments

allochronic and synchronic designs

Page 23: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

House sparrow – Passer domesticus

Johnston & Selander 1964. Science 144: 548-550.

Page 24: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Johnston & Selander 1964. Science 144: 548-550.

1900

1933

1914

Bermuda

Hawaii

18521962/3 (<111 generations)

Page 25: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Johnston & Selander 1964. Science 144: 548-550.

40

30

20

400 500 600 700

Death Valley

VancouverHonoluluMexico City

Refle

ctan

ce (%

)

Wavelength (mm)

Page 26: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Constantin Wilhelm Lambert Gloger (1803-1863)

Page 27: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Johnston & Selander 1964. Science 144: 548-550.

79

77

75

Win

g le

ngth

(mm

)83

81Edmonton

Death Valley

Lawrence

Page 28: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Johnston & Selander 1964. Science 144: 548-550.

Wei

ght (

g)

32

25

26

30 35 40 45 50 55 60

30

28

Isophane

Page 29: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Mosquitofish – Gambusia affinis

Stearns 1983. Am. Zool. 23: 65-76.

Page 30: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Stearns 1983. Am. Zool. 23: 65-76.

19051974 (140 generations)

Page 31: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Stearns 1983. Am. Zool. 23: 65-76.

Trait Stable Fluct %diff

Females Age at maturity (days) 82.5 88.3 7

Length at maturity (mm) 19.5 18.9 3

Growth rate 0.0066 0.0071 8

Dry weight offspring (mg) 1.00 1.12 12

Males Age at maturity (days) 72.6 84.0 16

Length at maturity (mm) 17.0 18.0 6

Growth rate 0.020 0.018 11

Page 32: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Blackcap – Sylvia atricapilla

Berthold et al. 1992. Nature 360: 668-670.

Page 33: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Berthold et al. 1992. Nature 360: 668-670.

1960s1990s (20 generations)

Page 34: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Guppy – Poecilia reticulata

Reznick et al. 1997. Science 275: 1934-1937.

Page 35: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Reznick et al. 1997. Science 275: 1934-1937.

11 years (18.1 generations)

waterfall

high predationcommunity

low predationcommunity

Crenicichla alta

Rivulus hartii

Page 36: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Reznick et al. 1997. Science 275: 1934-1937.

Trait Control Exp. %diff

Females Age at maturity (days) 85.6 93.5 9

Mass at maturity (mg) 162.3 189.2 17

Males Age at maturity (days) 48.6 58.2 20

Mass at maturity (mg) 67.5 76.1 13

Page 37: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Brown anole - Anolis sagrei

Losos et al. 1997. Nature 387: 70-73.

Page 38: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Losos et al. 1997. Nature 387: 70-73.

1977-811991 (13 generations)

Page 39: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Losos et al. 1997. Nature 387: 70-73.

5.0

2.0

2.21 2.24 2.25

3.0

Relative hindlimb length (mm)

4.0

2.262.22 2.23

Ln p

erch

dia

met

er (c

m) Staniel Cay

Page 40: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Flat periwinkle - Littorina obtusata

Seeley 1986. Proc. Natl. Acad. Sci. USA 83: 6897-6901.

Common shore crab - Carcinus maenas

Page 41: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Seeley 1986. Proc. Natl. Acad. Sci. USA 83: 6897-6901.

18711982

Appledore island, 1871 Appledore island, 1982

Page 42: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Seeley 1986. Proc. Natl. Acad. Sci. USA 83: 6897-6901.

Ln s

pire

hei

ght

1871

1982-84

1.6

-1

Ln shell width1.8 2.0 2.2

0

1

Page 43: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Holy grass - Anthoxanthum odoratum

Snaydon & Davies 1972. Evolution 26: 390-405.

Page 44: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Snaydon & Davies 1972. Evolution 26: 390-405.

Rothamsted Park Grass Experiment 1856-now

Page 45: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Holy grass - Anthoxanthum odoratum

Snaydon & Davies 1972. Evolution 26: 390-405.

18631960-70s

- plant height - disease resistance- tolerance of pH- tolerance of Al

Page 46: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

2

1Transect section

3

4

5

6

2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

Phen

olog

ical

sco

re

1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20

pH=5.2 pH=3.9

Page 47: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Sources of information on evolutionary rates

artificial selection experiments ‘natural’ experiments

allochronic and synchronic designs divergence and evolution

Page 48: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

200

150

100500

trai

t val

ue

time

A

B

evolution rateA = 1evolution rateB = 0divergence rate = 1

Page 49: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

200

150

100500

trai

t val

ue

time

A

B

evolution rateA = 1evolution rateB = 1divergence rate = 0

Page 50: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

200

150

100500

trai

t val

ue

time

A

B

evolution rateA = 1evolution rateB = -1divergence rate = 2

Page 51: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Sources of information on evolutionary rates

artificial selection experiments ‘natural’ experiments

allochronic and synchronic designs divergence and evolution phenotypic and genetic change

Page 52: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Sources of information on evolutionary rates

artificial selection experiments ‘natural’ experiments

allochronic and synchronic designs divergence and evolution phenotypic and genetic change intrapolation and extrapolation

Page 53: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

200

150

100500

trai

t val

ue

time

actual rate = 1, -1inferred rate = 0

Page 54: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

200

150

100500

trai

t val

ue

time

actual rate = 2, 0inferred rate = 1

Page 55: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

200

150

100500

trai

t val

ue

time

actual rate = ?,?,?,…inferred rate = 1

Page 56: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

200

150

100500

trai

t val

ue

time

actual rate = 1, 0inferred rate = 1

Page 57: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Sources of information on evolutionary rates

artificial selection experiments ‘natural’ experiments paleontological record

Page 58: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.
Page 59: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Dinosaurs in the Paleobiology Database (www.paleodb.org)

Page 60: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

MacFadden 1992. Fossil horses. Cambridge Univ. Press

500

400

300

200

100

50 40 30 20 1060

Body

mas

s (k

g)

Million years ago

Hyracotherium

Mesohippus

Merychippus

Equus

Nannippus

Page 61: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

MacFadden 1992. Fossil horses. Cambridge Univ. Press

M1

M2

M3M4

Page 62: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

MacFadden 1992. Fossil horses. Cambridge Univ. Press

Species pair Dt (Myr) M1 (d) M2 (d) M3 (d) M4 (d)

Equus simplicidens – E. complicatus 2.0 0.000 -0.014 0.115 0.054

Merychippus isonesis – Pliohippus permix 2.5 0.072 0.101 0.185 0.180

Epihippus gracilis – Mesohippus bairdii 14 0.023 0.037 0.032 0.035

… 2-14 0.000-0.157

0.005-0.146

0.012-0.185

0.000-0.247

Page 63: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Threespine stickleback – Gasterosteus doryssus

Bell 2006. Paleobiology 32: 562-577.

Page 64: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

0.6

Time (generations)

0.8

1.0

1.2

1.4

80000 600040002000

Mea

n nu

mbe

r of d

orsa

l spi

nes

Bell 2006. Paleobiology 32: 562-577.

Page 65: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Comparing evolutionary rates

faster evolution in shorter intervals

Page 66: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

+ 0.27

time

0 1 2 3 4 5 6 7 8

char

acte

r

0

2

4

6

8

10

-0.60 +2.2

+0.25

Page 67: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

evolutionary rate (darwin) time interval

n range geom. mean range geom. mean

Selection experiments 8 12000-200000 58700 1.5-10yr 3.7yr

Colonization 104 0-79700 370 70-300yr 170yr

Post-pleistocene mammals 46 0.11-32.0 3.7 1000-10000yr 8200yr

Fossil animals 363 0-26.2 0.08 8000yr-350Myr 3.8Myr

Fossil invertebrata 135 0-3.7 0.07 0.3-350Myr 7.9Myr

Fossil vertebrata 228 0-26.2 0.08 8000yr-98Myr 1.6Myr

All combined 521 0-200000 0.73 1.5yr-350Myr 0.2Myr

Gingerich 1983. Science 222: 159-161.

Page 68: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Comparing evolutionary rates

faster evolution in shorter intervals does natural selection suffice to explain fossil change?

Page 69: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

evolutionary rate (darwin) time interval

n range geom. mean range geom. mean

Selection experiments 8 12000-200000 58700 1.5-10yr 3.7yr

Colonization 104 0-79700 370 70-300yr 170yr

Post-pleistocene mammals 46 0.11-32.0 3.7 1000-10000yr 8200yr

Fossil animals 363 0-26.2 0.08 8000yr-350Myr 3.8Myr

Fossil invertebrata 135 0-3.7 0.07 0.3-350Myr 7.9Myr

Fossil vertebrata 228 0-26.2 0.08 8000yr-98Myr 1.6Myr

All combined 521 0-200000 0.73 1.5yr-350Myr 0.2Myr

Gingerich 1983. Science 222: 159-161.

Page 70: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Comparing evolutionary rates

faster evolution in shorter intervals does natural selection suffice to explain fossil change? does natural selection suffice to explain radiation?

Page 71: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.
Page 72: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Geospiza fortis

1976-1977: beak depth +5%

Page 73: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Geospiza magnirostris Geospiza fortis

23 bouts

Page 74: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

volcanic island chain

crust

man

tle p

lum

e

asthenosphere

mid-ocean ridge

lithosphere

Page 75: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

4 Mya

1-0.5 Mya

570 000 ya

Page 76: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Punctuated equilibrium vs phyletic gradualism

Eldredge & Gould’s original idea

character

time

character

phyletic gradualism punctuated equilibrium

Page 77: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Punctuated equilibrium vs phyletic gradualism

Eldredge & Gould’s original idea

character

punctuated equilibrium

stasis

stabilizing selection

constraintlack of genetic variation

lack of expressedgenetic variation

developmentalcanalization

Page 78: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Punctuated equilibrium vs phyletic gradualism

genotype 1

genotype 2

other extremeenvironment extreme

Phen

otyp

e

Page 79: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Punctuated equilibrium vs phyletic gradualism

Eldredge & Gould’s original idea Gradualism and constant rate

Page 80: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Punctuated equilibrium vs phyletic gradualism

Eldredge & Gould’s original idea Gradualism and constant rate Valley crossing: macromutations and hopefull monsters

character

punctuated equilibrium

revolution

allopatric speciation

genetic revolution

Page 81: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Evening primrose - Oenothera lamarckianaHugo de Vries (1848-1935)

Page 82: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Richard Goldschmidt (1878-1958)

Lymantria

Page 83: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

wild type antennapedia proboscipedia/ antennapedia

Page 84: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.
Page 85: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Punctuated equilibrium vs phyletic gradualism

Eldredge & Gould’s original idea Gradualism and constant rate Valley crossing: macromutations and hopefull monsters Examining the facts

Paleontological evidence

Page 86: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Cheetham 1986. Paleobiology 12: 199-202.

Bryozoa

Page 87: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Cheetham 1986. Paleobiology 12: 199-202.

M. auriculatum M. colligatum M. lacrymosum M. new species

Metrarabdotos

Bryozoa (Metrarabdotus) of the Miocene-Pliocene period(100 populations; 1000 specimens; 46 characteristics)

Page 88: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Cheetham 1986. Paleobiology 12: 199-202.

morphological differentiation

Page 89: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Williamson 1981. Nature 293: 437-443.

modern lake

Mutela

Cenozoic molluscs of the Turkana basin(13 species, 3300 specimens)

CaelaturaBellamya

Page 90: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Williamson 1981. Nature 293: 437-443.

modern lake

freshwater deposits

Page 91: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Williamson 1981. Nature 293: 437-443.

modern lake

freshwater deposits

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Van Bocxlaer et al. 2007. Evolution 62: 511-520

freshwater deposits

arid

relatively wetmarkedly wet

Page 93: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Sheldon 1987. Nature 330: 561-563.

Ordovician trilobites from central Wales(~15000 specimens)

Page 94: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Sheldon 1987. Nature 330: 561-563.

number of pygidial ribs

time

Page 95: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Punctuated equilibrium vs phyletic gradualism

Eldredge & Gould’s original idea Gradualism and constant rate Valley crossing: macromutations and hopefull monsters Examining the facts

Paleontological evidence Neontological evidence

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A B C D

gradual evolution A and B are more similar than C and D

punctuated equilibrium A and B are as similar as C and D

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gradual evolution genetic variation similar in rich and poor clades

punctuated equilibrium genetic variation greater in rich clades

Page 98: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

gradual evolution model with unit branch lenghts fits worse

punctuated equilibrium model with unit brach lenghts fits better

Moeers et al. 1999. Am. Nat. 154: 249-259.

Page 99: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Moeers et al. 1999. Am. Nat. 154: 249-259.

plumage colorationunison calls

sternum and keel anatomy

Page 100: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Moeers et al. 1999. Am. Nat. 154: 249-259.

Grus japonensis

Grus americana

Grus grus

Grus monachus

Grus nigricollis

Grus leucogeranus

Grus antigone

Grus vipio

Grus rubicunda

Grus canadensis

Bugeranus carunculatus

Anthropoides paradisea

Anthropoides virgo

Page 101: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Moeers et al. 1999. Am. Nat. 154: 249-259.

trait model performance

plumage color gradual = speciational < non-historical

unison call gradual > speciational > non-historical

anatomy gradual = speciational > non-historical

Page 102: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Whittall & Hodges 2007. Nature 477: 706-710.

Comet orchid - Angraecum sesquipedale

P.S. I shall be very glad indeed to see an Arethusa & then I must stop. I have just received such a Box full from Mr Bateman with the astounding Angræcum sesquipedalia with a nectary a foot long— Good Heavens what insect can suck it— I will write about Dimorphism.

C.R. Darwin to J.D. Hooker, 25 January 1862

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Whittall et al. 2007. Nature 477: 706-710.

Xanthopan morgani ssp. praedicta

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Whittall et al. 2007. Nature 477: 706-710.

spur and tongue length

fitne

ss

spur length

time

Page 105: Rates of evolution. Quantifying evolutionary rates  the darwin 1 darwin is a change in the character by a factor of e in 1 million years Haldane 1949.

Whittall et al. 2007. Nature 477: 706-710.

spur and tongue length

fitne

ss

spur length

time

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Whittall et al. 2007. Nature 477: 706-710.

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Whittall et al. 2007. Nature 477: 706-710.

BM-model: AIC=51.933PEAKSmodel: AIC=26.90

gradual < punctuated