Calculate the diversity profile of a community, i.e. its phylogenetic diversity against its order.
profile_phylo(x, tree, orders = seq(from = 0, to = 2, by = 0.1), ...)
# S3 method for numeric
profile_phylo(
x,
tree,
orders = seq(from = 0, to = 2, by = 0.1),
normalize = TRUE,
estimator = c("UnveilJ", "ChaoJost", "ChaoShen", "GenCov", "Grassberger", "Holste",
"Marcon", "UnveilC", "UnveiliC", "ZhangGrabchak", "naive"),
level = NULL,
probability_estimator = c("Chao2015", "Chao2013", "ChaoShen", "naive"),
unveiling = c("geometric", "uniform", "none"),
richness_estimator = c("jackknife", "iChao1", "Chao1", "naive"),
jack_alpha = 0.05,
jack_max = 10,
coverage_estimator = c("ZhangHuang", "Chao", "Turing", "Good"),
sample_coverage = NULL,
as_numeric = FALSE,
n_simulations = 0,
alpha = 0.05,
bootstrap = c("Chao2015", "Marcon2012", "Chao2013"),
show_progress = TRUE,
...,
check_arguments = TRUE
)
# S3 method for species_distribution
profile_phylo(
x,
tree,
orders = seq(from = 0, to = 2, by = 0.1),
normalize = TRUE,
estimator = c("UnveilJ", "ChaoJost", "ChaoShen", "GenCov", "Grassberger", "Holste",
"Marcon", "UnveilC", "UnveiliC", "ZhangGrabchak", "naive"),
level = NULL,
probability_estimator = c("Chao2015", "Chao2013", "ChaoShen", "naive"),
unveiling = c("geometric", "uniform", "none"),
richness_estimator = c("jackknife", "iChao1", "Chao1", "naive"),
jack_alpha = 0.05,
jack_max = 10,
coverage_estimator = c("ZhangHuang", "Chao", "Turing", "Good"),
gamma = FALSE,
n_simulations = 0,
alpha = 0.05,
bootstrap = c("Chao2015", "Marcon2012", "Chao2013"),
show_progress = TRUE,
...,
check_arguments = TRUE
)An object, that may be a numeric vector containing abundances or probabilities, or an object of class abundances or probabilities.
An ultrametric, phylogenetic tree. May be an object of class phylo_divent, ape::phylo, ade4::phylog or stats::hclust.
The orders of diversity used to build the profile.
Unused.
If TRUE, phylogenetic is normalized: the height of the tree is set to 1.
An estimator of entropy.
The level of interpolation or extrapolation.
It may be a sample size (an integer) or a sample coverage
(a number between 0 and 1).
If not NULL, the asymptotic estimator is ignored.
A string containing one of the possible estimators of the probability distribution (see probabilities). Used only for extrapolation.
A string containing one of the possible unveiling methods to estimate the probabilities of the unobserved species (see probabilities). Used only for extrapolation.
An estimator of richness to evaluate the total number of species, see div_richness. Used for interpolation and extrapolation.
The risk level, 5% by default, used to optimize the jackknife order.
The highest jackknife order allowed. Default is 10.
An estimator of sample coverage used by coverage.
The sample coverage of x calculated elsewhere.
Used to calculate the gamma diversity of meta-communities, see details.
If TRUE, a number or a numeric vector is returned rather than a tibble.
The number of simulations used to estimate the confidence envelope of the profile.
The risk level, 5% by default, of the confidence envelope of the profile.
The method used to obtain the probabilities to generate bootstrapped communities from observed abundances. If "Marcon2012", the probabilities are simply the abundances divided by the total number of individuals (Marcon et al. 2012) . If "Chao2013" or "Chao2015" (by default), a more sophisticated approach is used (see as_probabilities) following Chao et al. (2013) or Chao and Jost (2015) .
If TRUE, a progress bar is shown during long computations.
If TRUE, the function arguments are verified.
Should be set to FALSE to save time when the arguments have been checked elsewhere.
If TRUE, \(\gamma\) diversity, i.e. diversity of the metacommunity, is computed.
A tibble with the site names, the estimators used and the estimated diversity at each order. This is an object of class "profile" that can be plotted.
A bootstrap confidence interval can be produced by simulating communities
(their number is n_simulations) with rcommunity and calculating their profiles.
Simulating communities implies a downward bias in the estimation:
rare species of the actual community may have abundance zero in simulated communities.
Simulated diversity values are recentered so that their mean is that of the actual community.
Chao A, Jost L (2015).
“Estimating Diversity and Entropy Profiles via Discovery Rates of New Species.”
Methods in Ecology and Evolution, 6(8), 873--882.
doi:10.1111/2041-210X.12349
.
Chao A, Wang Y, Jost L (2013).
“Entropy and the Species Accumulation Curve: A Novel Entropy Estimator via Discovery Rates of New Species.”
Methods in Ecology and Evolution, 4(11), 1091--1100.
doi:10.1111/2041-210x.12108
.
Marcon E, Hérault B, Baraloto C, Lang G (2012).
“The Decomposition of Shannon's Entropy and a Confidence Interval for Beta Diversity.”
Oikos, 121(4), 516--522.
doi:10.1111/j.1600-0706.2011.19267.x
.
profile_phylo(paracou_6_abd, tree = paracou_6_taxo)
#> # A tibble: 84 × 3
#> site order diversity
#> <chr> <dbl> <dbl>
#> 1 subplot_1 0 180
#> 2 subplot_1 0.1 156.
#> 3 subplot_1 0.2 135.
#> 4 subplot_1 0.3 116.
#> 5 subplot_1 0.4 99.0
#> 6 subplot_1 0.5 84.7
#> 7 subplot_1 0.6 72.5
#> 8 subplot_1 0.7 62.3
#> 9 subplot_1 0.8 53.8
#> 10 subplot_1 0.9 46.7
#> # ℹ 74 more rows