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Lecture 9: Interspecific Competition EEES 3050

Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

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Page 1: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Lecture 9: Interspecific Competition

EEES 3050

Page 2: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Competition

In the past chapters, we have been discussing how populations grow and what factors determine that growth.

What happens when you put populations of more than one species together?

Page 3: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

How do species interact?

Competition

Predation

Herbivory

Parasitism

Disease

Mutualism

Page 4: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Interspecific Competition

Competition When two species use the same limited resource to the

detriment of both species. Assessment-some general features of interspecific

competition Competitive exclusion or coexistence Tilman’s model of competition for specific resources

(ZINGIs) Coexistence: reducing competition by dividing

resources

Page 5: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Assessment

mechanisms consumptive or exploitative — using resources (most

common) preemptive — using space, based on presence overgrowth — exploitative PLUS preemptive chemical — antibiotics or allelopathy territorial — like preemptive, but behavior encounter — chance interactions

Page 6: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Modeling coexistence?

Can we model the growth of 2 species? Remember logistic model?

What is K?

Now we add another factor that can limit the abundance of a species. Another species.

K

NKrN

dt

dN

Page 7: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Freshmen and donuts: an example There is a room with 100 donuts – what does a

typical male freshmen do? First – eat several donuts. (A male freshman can eat

10 donuts) Second – rapidly tell friends

But not too many! Third – Room reaches carrying capacity at 10 male

freshmen. So K=10 for male freshmen.

K

NKrN

dt

dN

Page 8: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Freshmen and donuts: an example What happens if a male and female discover the room at

the same time? First – eat several donuts. (A female freshman can eat 5

donuts) Second – rapidly tell friends

But not too many! Third – Room reaches carrying capacity at ? males and ?

females. What is the carrying capacity?

It depends…

1

1111

1

K

NKNr

dt

dN

2

2222

2

K

NKNr

dt

dN

Page 9: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Lotka-Volterra

Need a way to combine the two equations. If species are competing, the number of species A decreases if number of species B increases.

Such that:

Where alpha is the competition coefficient Lotka-Volterra: A logistic model of interspecific competition of intuitive factors.

21 NN

2

2222

2

K

NKNr

dt

dN

1

21111

1

K

NNKNr

dt

dN

Page 10: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Freshman Example

In a room we have 100 donuts. Need 10 donuts for each male freshmen. So K1 = 10 Need only 5 donuts for each female freshmen. So K2 = 20

If room is at K1 and 1 male leaves, how many females can come in? So, , where α = 0.5 And, , where B = 2

1

1111

1

N

NKNr

dt

dN

21 NN

1

21111

1

N

NNKNr

dt

dN 12 NN

2

12222

2

K

NNKNr

dt

dN

Page 11: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Possible outcomes when put two species together. Species A excludes Species B Species B excludes Species A Coexistence

Page 12: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

1

21111

1

K

NNKNr

dt

dN Changes in population 1:

Page 13: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

1

21111

1

K

NNKNr

dt

dN Changes in population 1:

Yellow: both increase

White: both decrease

Page 14: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

2

12222

2

K

NNKNr

dt

dN Changes in population 2:

Yellow: both increase

White: both decrease

Page 15: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Yellow: both increase

White: both decrease

Green: Sp 1 increase

Brown: Sp 2 increase

Page 16: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Tilman’s model

Problems with Lotka-Voltera model? No mechanism

Dr. Tilman developed a model based on resource use.

Page 17: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine
Page 18: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

1 – no species can survive

2 – Only A can live

3 – Species A out competes B

4 – Stable coexistence

5 – Species B out competes A

6 – Only B can live

Page 19: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine
Page 20: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Lab Experiments?

Gause using yeast and Birch using beetles. Results show both exclusion and coexistence

It was hypothesized that the yeasts had enough differences to allow coexistence. i.e. the requirements of the 2 species are slightly

different.

Page 21: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Gause’s hypothesis:

As a result of competition two similar species scarcely ever occupy similar niches… Also called the competitive exclusion principle:

“Complete competitors cannot coexist.”

Niche – still controversy about the definition. 1) The role of a species in the community – Elton

1927. 2) a subdivision of the habitat. - Grinnell 1917.

Page 22: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Back to Competition Coefficient Competition coefficient:

Intensity of competition from species. In our original donut example:

α = 1/ β Also, can read about Gause’s yeast populations in

book.

Page 23: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

1

21111

1

K

NNKNr

dt

dN Changes in population 1:

K2

K2/β

K1 = 10

K2 = 20

α = 0.5

β = 2

Page 24: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Back to Competition Coefficient Competition coefficient:

Intensity of competition from species. In our original donut example:

α = 1/ β

However: in systems that are more complex the coefficients are not necessarily reciprocals. And carrying capacity may not be purely determined

by resource being competed for.

Page 25: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

1

21111

1

K

NNKNr

dt

dN Changes in population 1:

K1 = 10

K2 = 17

α = 0.5

β = 3

K2

K2/β

Page 26: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Niche: Hutchinson

Redefinition in 1958.

Page 27: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Niche: Hutchinson

Redefinition in 1958. Two environmental variables, can produce an

environmental space or a species niche. Can add many other environmental factors. n-dimensional hypervolume

Or a species Fundamental Niche However, because competition can limit this

fundamental niche, what we witness in nature is the:

Realized Niche

Page 28: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Can 2 species exist in the same niche?

Page 29: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Can 2 species exist in the same niche?

Page 30: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Can 2 species exist in the same niche?

Page 31: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Observation: Several types of warblers live in the same tree

species. Hypothesis based on competition theory:

Warblers will use different parts/areas of the trees. Experiment:

No experiment conducted, but observations can be made to test hypothesis.

Can 2 species exist in the same niche?

Page 32: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine
Page 33: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine
Page 34: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine
Page 35: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine
Page 36: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine
Page 37: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

McArthur suggested competition to explain warbler patterns Ghost of competition past. So how do species coexist?

Different food resources, i.e. diet specialization

What about plants? Plants usually need same resources, water,

nutrients, light. What about phytoplankton?

Page 38: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

How do phytoplankton live in the same location? Phytoplankton

Common pool of nutrients Often large number of species Same environment, i.e. amount of light,

temperature. In many bodies of water, nutrients are limited.

Reasons? Environmental instability Non-equilibrium system.

Page 39: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine
Page 40: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Assumptions of competition theory life history characteristics of species are adequately

summarized by the per capita growth rate of species;

deterministic equations are sufficient to model population growth, and environmental fluctuations need not be considered;

the environment is spatially homogeneous and migration is unimportant;

competition is the only important biological interaction; and

coexistence requires a stable equilibrium point.

Page 41: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

How to determine if interspecific competition has occurred (or is occurring)? From Wiens (1989)

1. Need a checkerboard distribution

2. Species overlap in resource use

3. Intraspecific competition occurs

4. Resource is limited

5. One or more species is limited

6. Other hypotheses do not fit.

Page 42: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Example where criteria 1 and 2 fit.

Feeds far from shore

Feeds near shore

Page 43: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Test theory with plants

Observation: Plants all require light, nutrients and water. Plant often found together.

Hypothesis: Competition between plants ought to be common. Plants do worse with other plants.

Experiment:

Results:

Page 44: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Experimental design. Compare the growth of annuals and shrubs in the

Mojave Desert. 2 experiments

Effects of annuals on shrubs Effects of shrubs on annuals

How?Effects of annuals on shrubs

Effects of shrubs on annuals

Page 45: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine
Page 46: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Results:

Annual had positive benefits from shrubs.

Shrubs had negative benefits from shrubs.

Page 47: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Facilitation: Where one or both species benefit (have a

positive effect) due to the presence of the other species.

Page 48: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Resource utilization curves

Species may evolve to minimize the impact of competition.

Page 49: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Character Displacement

Definition: In areas where species overlap, there has been a

divergence between the two species, supposedly as a result of competition.

Page 50: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Example: Galapagos finches Theory:

According to displacement theory, species that are sometime found together will have a character that has changed compared to when the species are found by themselves.

Observation: There are three species of finches in the Galapagos that are

sometimes found together and sometimes separate. Hypothesis:

There will be differentiation in bill size when species are on the same island:

Test (Not truly an experiment): Examine the bill size of three species.

Results:

Page 51: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Results:

*Could we actually test this?

Page 52: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Four criteria for determining character displacement Change in mean value of the character in

areas of overlap should not be predictable from variation within areas of overlap or areas of isolation.

Sampling should be done at more than one set of locations

Characters need to be heritable. Species must actually be competing for

resource.

Page 53: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

r vs. K selected species

What do r and K refer to? r – growth rate K – carrying capacity

r – selected Species that remain in the growth rate stage for

most of their existence. K – selected

Where organisms remain near the carrying capacity

Influenced more by competition.

Page 54: Lecture 9: Interspecific Competition EEES 3050. Competition In the past chapters, we have been discussing how populations grow and what factors determine

Is it really competition?

How else could these ideas be framed? Conflict avoidance. Not survival of fittest, but perhaps least

noticeable. Best hider.

Path or least resistance