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IV. Community Ecology (Who's who and who's not)
B. Predation
Lotka and Volterra proposed independently:
N1= density (or population size) of the prey
P = coefficient of predation
N1N2=
probility of encounter between predator and prey
P2= coefficient of expressing effectiveness of the predator
d2=
mortality rate of the predator
One outcome-
Ossillation of predator and prey (when prey high and predator low,
predator
increases.....)

Is this equilibrium or non-equilibrium coexistence? Is this
modeling an open system or a closed system?


Gause,
using the ciliates Paramecium
and Didinium, could not create a real system that would
mimic
predator-prey cycles predicted by Lotka-Volterra.
However, the system could be maintained
either
by occasional re-introduction of prey or by providing a refuge in form
of bottom sediment. In other words, an open system
required
to maintain predator-prey.
How important is predation in
ecological
systems?
The evolutionary
importance of predation is clearly demonstrated in the sophisticated
predator
and prey adaptions. Co-evolution is very intense in these
interactions
because improved adaptation of one species will directly affect other,
resulting in sophisticated adaptations.
Examples of predator-prey adaptations
in coloration:
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| disruptive coloration | countershading | bioluminescence |

For example, length of spines increase in
prey rotifer Brachionus in the presence of fitrates from the
predacous
rotifer Asplanchna.
Based on the theory of natural
selection,
would predators evolve strategies to 'manage' prey populations in such
a way as to prevent their elimination?

In a moderately complex
environment
(20 orange
surfaces) predator drove prey extinct and predators then went extinct.Non-equilibrium
models can produce
persistence
and coexistence over long periods of time.
(Non-equilibrium systems have no
mathematically
stable points, e.g. predator existence always leads to extinction of
prey
and itself on a small-scale. In contrast, models like the
Lotka-Volterra
predation model where predator and prey have negative feedbacks that
lead to coexistance)
Coexistence in a non-equilibrium
model can
occur because "for even very simple components in reasonably small
numbers,
high levels of connectedness lead to astronomically long delays..."
For
example, given:
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Starting with all bulbs on: Caswell
(1978) develops a such a model
for predator and 3 prey species that compete - no species went extinct
even after 1000 generations.
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Bottom line: systems that are
connected to
other systems can maintain proccess longer even though there are no
processes
that should lead to persistence. Perhaps by conceptualizing systems as
closed (percieved to be easier) ecologists spend to much time
developing
mathematical situations where equilibriums are necessary. What
are the implications of this for the study of landscape ecology?
Prey taken is a function of prey
density
(Holling
1959)


Type II - rapid increase and slower increase as satiation approched
Type III - slow increase at low prey, then rapid until some point. Why?
Which of the above predator
responses
to prey density could explain predator prey coexistence in a system
with
multiple prey species, and how?
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Could also be considered as interference intraspecific competition with the added benefit of added nutrition. So if such a behavior eliminates competitors and delivers high-quality prey, why isn't cannibalism more common in nature?
Overlooked in many fields of
biology and medicine,
but are extremely diverse (may outnumber the number of free-living
species
4 to 1).

Choice both between plant species and within a plant (young leaves tend to be more nutritious).



Why is fruit so tasty, nutritious, and
brightly advertized?

Prey (plant) defense can also be quite sophisticated:

