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69 Cards in this Set
- Front
- Back
Clements
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Communities are discrete
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Gleason
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Communities are continuous
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Domain
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Scope of theory
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Concepts
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regularities in processes
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Definitions
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Clear statements of paradigm
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Facts
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confirmable observations
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Laws
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statements that are true in “universe”
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Models
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Simplified view of system
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translation models
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method to go from abstract to application
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Hypotheses
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falsifiable statments
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Framework
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logical structure of theory
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Concrete vegetation
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samples, stands, plots, quadrats
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Abstract vegetation
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derived from concrete vegetation by analysis; noise and extraneous factors discarded to reveal essence
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Phytocoenon
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-Real according to Clements, Braun-Blanquet
-Convenient according to Gleason, Ramensky, Whittaker, Curtis |
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Climatic Climax
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-Clements
-Species interactions strong, obligate -Species patterns: change together in space and time -Borders narrow -Species change rapidly in space -Associations are concrete and real |
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Individualistic Concept
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-Gleason/Ramensky
-Species interactions weak, facultative -Species patterns change gradually, not in concert -Borders broad or narrow (generally broad) -Species change rapidly in space -Associations abstractions, not objective |
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Direct observations
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Camera, notebook
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Historical informaiton
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maps of factors, sampling followed by statistics
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Mutlivariate Statistics
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describe, summarize
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Modeling
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test predictions; understand system, study experimental interactions
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Distribution of biomes determined by
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global patterns of atmospheric circulation
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Seasons caused by
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tilt of earth
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Deserts
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due to Hadley cells, rising air flows over desert are and condenses on other side, cold ocean currents, rain shadows
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High pressure correlates with
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dry climate
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low pressure correlates with
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wet climate
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phenology
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life history events (migration timing, flowering, egg laying)
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Biomes
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abstractions of variation in vegetation across earth
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Vegetation responds to
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-Temperature
-Moisture -Light -Fertility -Disturbance |
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Gradient
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gradual transition
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Ecotone
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abrupt edge between 2 habitats
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walter
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Climagrams describe where biomes appear on temperature/precipitation graphs
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First person to suggest idea of succession
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Clements
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Horse latitudes
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doldrums; places w/o wind
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jungle
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seasonal rainforest
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Tropical rainforest
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-Emergent trees
-Lots of buttressing -Dense canopy (sometimes multiple layers) -Not much of a ground layer because of rapid decomposition -Jungles are seasonal rainforests -Lots of epiphytes -Upper South America and Central America (wet), Africa, India, Indonesia, Malaysia, upper Australia -Giant herbs -Soil low in nutrients |
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Tropical Savanna
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-Strong seasonal rain
-Dominated by grasses, scattered shrubs -High faunal diversity in Africa; not so much in America |
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Temperate Deciduous Forest
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-Abundant rainfall
-Cold winters -Light competition |
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Chaparral
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-Hot, dry summers
-Cool, wet winters -Evergreen shrubs -Fire natural |
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Methods used to assess landscapes
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-Life forms
-Indicator species -Klinka Method, Grime Strategies |
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Raunkaier
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-Life forms
-Phanerophytes (buds emerge from aerial parts of plants) evergreens or deciduous -Chamaephytes (buds borne near ground) -Suffruticose: die back at end of year -Passive: droop at end of season -Active: remain same during bad times -Cushion: dense form of passive -Hemicryptophytes (above ground portions die back; buds at ground level) -Cryptophytes (buds survive below ground or in water) -Geophytes (buds below ground, as bulbs etc) -Helophytes (grow in water, leaves above water) -Hydrophytes (grow under water) -Therophytes (annuals, survive as seeds) |
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Uses for indicator species
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-Interpret landscape + ordination
-Site analysis -Constraints and opportunities in design -Determine the successional status -Infer potential vegetation -Identify stresses |
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Klinka
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-Indicator index to measure how well a species acts as an indicator
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Life History Strategies
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-Grime
-Habitats characterized by productivity, disturbance |
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Life history characterized by high disturbance, low productivity
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Nothing
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Life history characterized by low disturbance, low productivity
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Stress-Tolerant
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Life history characterized by high disturbance, high productivity
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Ruderal (weeds)
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Life history characterized by low disturbance, high productivity
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Competative
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Humpback Model
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-Corridor environment where stress and competition is moderate
-Goldilocks -Where more types and overall number of species can exist |
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Aggregate Property
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property of higher level that can be determined from lower level
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Emergent Property
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property due to interactions at level
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Species Richness
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Number of species in sample
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Species density
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Species richness/sample size
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Gamma
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All species
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Beta
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Measure of species change
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Alpha
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number of species in common
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abundance curves
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dominance/diversity curves
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Type of community susceptible to invasion
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disturbed
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Importance of diversity
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-Affects ecosystem production
-Affects ecosystem stability -Resists invasion -Improves efficiency |
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Goals of indirect ordination
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-Clarify species-environmental data in low dimensionality
-Infer ecological space from input data -Understand community structure -Generate hypotheses for experimental tests |
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Floristic Method
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-Use most of info available
-Relationship between samples some distance measure |
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Dimension Reduction
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-Reduce dimensions to fewer
-Retain as much info as possible -Limit distortion -Maximize correlation |
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Whittaker
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pioneered mosaic diagram approach, direct ordination
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DCA
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-Good general purpose method
-Uses indicator species, statistical correlations of environmental factors, loading of species onto axes -Scaled in floristic units |
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Lessons from ordinations
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-Species distribution generally Gaussian
-Models of dominance scattered -Distribution individualistic -Environmental gradients interact -No solid relationship between dominance and niche breadth -Competition affects Gaussian response -Field data noisy |
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NMS
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-Assumes no structure in species pattern
-Repetitive -Better at capturing structure in complex data than DCA -Ranked distances -Seeks lowest dimensions that has minimum stress |
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CCA
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-Seeks to relate species data to environmental data
-Set of factors based on species, other on environment -Linear correlation -Direct method -Eiganvalue -Multiple regression -Monte Carlo permutations |
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Eiganvalue
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relative contribution of each axis to total variation (0-1)
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Canonical coefficient
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importance of factor to defining samples
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Monte Carlo Values
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determine overall significance
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