Find a set of anchors between a list of `Seurat`

objects.
These anchors can later be used to integrate the objects using the
`IntegrateData`

function.

```
FindIntegrationAnchors(
object.list = NULL,
assay = NULL,
reference = NULL,
anchor.features = 2000,
scale = TRUE,
normalization.method = c("LogNormalize", "SCT"),
sct.clip.range = NULL,
reduction = c("cca", "rpca", "jpca", "rlsi"),
l2.norm = TRUE,
dims = 1:30,
k.anchor = 5,
k.filter = 200,
k.score = 30,
max.features = 200,
nn.method = "annoy",
n.trees = 50,
eps = 0,
verbose = TRUE
)
```

- object.list
A list of

`Seurat`

objects between which to find anchors for downstream integration.- assay
A vector of assay names specifying which assay to use when constructing anchors. If NULL, the current default assay for each object is used.

- reference
A vector specifying the object/s to be used as a reference during integration. If NULL (default), all pairwise anchors are found (no reference/s). If not NULL, the corresponding objects in

`object.list`

will be used as references. When using a set of specified references, anchors are first found between each query and each reference. The references are then integrated through pairwise integration. Each query is then mapped to the integrated reference.- anchor.features
Can be either:

A numeric value. This will call

`SelectIntegrationFeatures`

to select the provided number of features to be used in anchor findingA vector of features to be used as input to the anchor finding process

- scale
Whether or not to scale the features provided. Only set to FALSE if you have previously scaled the features you want to use for each object in the object.list

- normalization.method
Name of normalization method used: LogNormalize or SCT

- sct.clip.range
Numeric of length two specifying the min and max values the Pearson residual will be clipped to

- reduction
Dimensional reduction to perform when finding anchors. Can be one of:

cca: Canonical correlation analysis

rpca: Reciprocal PCA

jpca: Joint PCA

rlsi: Reciprocal LSI

- l2.norm
Perform L2 normalization on the CCA cell embeddings after dimensional reduction

- dims
Which dimensions to use from the CCA to specify the neighbor search space

- k.anchor
How many neighbors (k) to use when picking anchors

- k.filter
How many neighbors (k) to use when filtering anchors

- k.score
How many neighbors (k) to use when scoring anchors

- max.features
The maximum number of features to use when specifying the neighborhood search space in the anchor filtering

- nn.method
Method for nearest neighbor finding. Options include: rann, annoy

- n.trees
More trees gives higher precision when using annoy approximate nearest neighbor search

- eps
Error bound on the neighbor finding algorithm (from RANN/Annoy)

- verbose
Print progress bars and output

Returns an `AnchorSet`

object that can be used as input to
`IntegrateData`

.

The main steps of this procedure are outlined below. For a more detailed description of the methodology, please see Stuart, Butler, et al Cell 2019: doi:10.1016/j.cell.2019.05.031 ; doi:10.1101/460147

First, determine anchor.features if not explicitly specified using
`SelectIntegrationFeatures`

. Then for all pairwise combinations
of reference and query datasets:

Perform dimensional reduction on the dataset pair as specified via the

`reduction`

parameter. If`l2.norm`

is set to`TRUE`

, perform L2 normalization of the embedding vectors.Identify anchors - pairs of cells from each dataset that are contained within each other's neighborhoods (also known as mutual nearest neighbors).

Filter low confidence anchors to ensure anchors in the low dimension space are in broad agreement with the high dimensional measurements. This is done by looking at the neighbors of each query cell in the reference dataset using

`max.features`

to define this space. If the reference cell isn't found within the first`k.filter`

neighbors, remove the anchor.Assign each remaining anchor a score. For each anchor cell, determine the nearest

`k.score`

anchors within its own dataset and within its pair's dataset. Based on these neighborhoods, construct an overall neighbor graph and then compute the shared neighbor overlap between anchor and query cells (analogous to an SNN graph). We use the 0.01 and 0.90 quantiles on these scores to dampen outlier effects and rescale to range between 0-1.

Stuart T, Butler A, et al. Comprehensive Integration of Single-Cell Data. Cell. 2019;177:1888-1902 doi:10.1016/j.cell.2019.05.031

```
if (FALSE) {
# to install the SeuratData package see https://github.com/satijalab/seurat-data
library(SeuratData)
data("panc8")
# panc8 is a merged Seurat object containing 8 separate pancreas datasets
# split the object by dataset
pancreas.list <- SplitObject(panc8, split.by = "tech")
# perform standard preprocessing on each object
for (i in 1:length(pancreas.list)) {
pancreas.list[[i]] <- NormalizeData(pancreas.list[[i]], verbose = FALSE)
pancreas.list[[i]] <- FindVariableFeatures(
pancreas.list[[i]], selection.method = "vst",
nfeatures = 2000, verbose = FALSE
)
}
# find anchors
anchors <- FindIntegrationAnchors(object.list = pancreas.list)
# integrate data
integrated <- IntegrateData(anchorset = anchors)
}
```