population ecology Flashcards
1
Q
What is per capita population growth rate?
A
- the rate at which the population size changes per individual in the population
- This growth rate is determined by the birth, death, emigration, and migration rates in the population
2
Q
Differentiate exponential and logistic growth.**
A
- exponential: presumes infinite resources, resulting in unrestrained population expansion.
- logistic: considers resource limitations and a carrying capacity (K) - the maximum sustainable population.
3
Q
What is a population-regulating factor?
A
- any parameter (intra or extra) that prevents a population from growing exponetially
- ex. lack of mates, disease, lack of food
4
Q
What are meta-population dynamics? Why are meta-population dynamics closely linked to human interactions with other species?*****
A
- interaction of a population thrugh time and space
- different sub populatons that move around (immigrate and emmigrate) to different habitats/spaces
- they are changng spatial, SPATIAL
- additions parameteres (rates): immigration and emmigration
- a metapopulation is made up of small, isolate populations
- although some subpopulations go extinct iver time, migration can resore os establish subpopulatons
- realted to humans because humans immigarte and emmigrate. humans can take advantage of spaces that have been abondoned by other species
5
Q
what is ecology
A
- the science of interactions
- study of species spcies and species environment interactions
- how to species percieve their environment and thus how do they make decisions?
- everything in ecology is SCALE dependant
6
Q
questions in ecology
A
- structural: who/what is there (age, gender, competition, diversity, etc)
- dynamical (how does that change through time and/or space)
7
Q
perspectives in ecology
A
- physiologial
- POPULATION
- COMMUNITY
- landscape
- ecosystem
- evolutionary
- these are base on and ask structal and dynamical questions
8
Q
what is population ecology
A
individuals of the same species interacting at the same spatial and temporal scale
9
Q
How can you mathematically model ecological populations? Why is this useful?***
A