multivariate_difference {codyn}R Documentation

Using dissimilarity-based measures to calculate differences in composition and dispersion between pairs of treatments at a single time point

Description

Calculates the difference in composition and dispersion between treatments based off a Bray-Curtis dissimilarity matrix at a single point in time. Composition difference is the pairwise distance between centroids of compared treatments and ranges from 0-1, where identical communities give 0 and completely different communities give 1. Dispersion difference is the difference between treatments in the dispersion of replicates, i.e. the average distance between a replicate and its centroid.

Usage

multivariate_difference(
  df,
  time.var = NULL,
  species.var,
  abundance.var,
  replicate.var,
  treatment.var,
  reference.treatment = NULL
)

Arguments

df

A data frame containing a species, abundance, replicate, and treatment columns and optional time column.

time.var

The name of the optional time column.

species.var

The name of the species column.

abundance.var

The name of the abundance column.

replicate.var

The name of the replicate column. Replicate identifiers must be unique within the dataset and cannot be nested within treatments or blocks.

treatment.var

The name of the treatment column.

reference.treatment

The name of the optional treatment that all other treatments will be compared to (e.g. only controls will be compared to all other treatments). If not specified all pairwise treatment comparisons will be made.

Value

The multivariate_difference function returns a data frame with the following attributes:

References

Avolio et al. Submitted, Avolio et al. 2015, Marti Anderson et al. 2006

Examples

data(pplots)
# Without time
df <- subset(pplots, year == 2002)
multivariate_difference(df,
                        replicate.var = "plot",
                        treatment.var = "treatment",
                        species.var = "species",
                        abundance.var = "relative_cover")
# There are 6 replicates for each of three treatments, thus 18 total
# observations.

# Without time and with reference treatment
df <- subset(pplots, year == 2002)
multivariate_difference(df,
                        replicate.var = "plot",
                        treatment.var = "treatment",
                        species.var = "species",
                        abundance.var = "relative_cover",
                        reference.treatment = "N1P0")
# There are 6 replicates for each of three treatments, thus 18 total
# observations.

# With time
multivariate_difference(pplots,
                        time.var = "year",
                        replicate.var = "plot",
                        species.var = "species",
                        abundance.var = "relative_cover",
                        treatment.var = "treatment")
# In each year there are 6 replicates for each of three treatments, for a
# total of 18 observations.

[Package codyn version 2.0.5 Index]