ace | Abundance- and Incidence-based Coverage Estimators |
aic.nest | Nestedness of samples using AIC |
bootstrap | Bootstrap Species Richness Estimator |
bray.curtis | Similarity/Dissimilarity Indices |
chao1 | Chao's Species Estimators |
chao.sd | Chao's estimation of standard error |
chao.sorenson | Chao's Jaccard and Sorenson Estimators of Shared Species |
coi | Cohesiveness Index for Relational Clustering |
create.lats | Creating a table of Latitudes and Longitudes |
create.matrix | Creating species locality matrices |
deg.dist | Haversine Distance Formula |
dino.dist | Creating a Distance Matrix |
dino.mst | Calculate a Minimum Spanning Tree or Network |
earth.bear | Bearings Between Geographic Locations |
earth.dist | Calculating Geographic Distances |
earth.poly | Calculating a Minimum Convex Polygon |
earth.tri | Calculating the Surface Area Enclosed by Three Geographic... |
euler.rot | Calculate the Euler Rotation of a Point |
fdata | A Sample Species Abundance Dataset |
fossil-package | fossil: Palaeoecological and Palaeogeographical Analysis... |
int.chao | Internal function for chao estimators |
jack1 | First- and second-order jacknife estimators |
lats2Shape | Converting a Table of Latitudes and Longitudes to a Shapefile |
localoptima | Function to Find Local Optimization for clustering |
loc.map | Mapping Points on a Global Map |
msn2Shape | Convert a Minimum spanning Network or Tree to Shapefile |
msn.map | Mapping a Minimum Spanning Tree |
mstlines | Display a Minimum Spanning Tree or Network |
new.lat.long | Find a New Latitude and Longitude |
nmds.mst | Creating NMDS plots with overlain Minimum Spanning Trees |
rand.index | Rand Index and Adjusted Rand Index |
rclust | Relational Clustering |
rclust.dist | Relational Clustering |
rclust.null | Relational Clustering |
rclust.weights | Relational Clustering |
relational.clustering | Relational Clustering |
sac | Calculate Species Area Curves |
sim.occ | Simulated Species Occurrence data |
spp.est | Estimating Species Diversity |
tri.ineq | Testing for the Triangle Inequality |
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