Contents

1 KdModels

The KdModel class contains the information concerning the sequence (12-mer) affinity of a given miRNA, and is meant to compress and make easily manipulable the dissociation constants (Kd) predictions from McGeary, Lin et al. (2019). We can take a look at the example KdModel:

library(scanMiR)
data(SampleKdModel)
SampleKdModel
## A `KdModel` for hsa-miR-155-5p (Conserved across mammals)
##   Sequence: UUAAUGCUAAUCGUGAUAGGGGUU
##   Canonical target seed: AGCATTA(A)

In addition to the information necessary to predict the binding affinity to any given 12-mer sequence, the model contains, minimally, the name and sequence of the miRNA. Since the KdModel class extends the list class, any further information can be stored:

SampleKdModel$myVariable <- "test"

An overview of the binding affinities can be obtained with the following plot:

plotKdModel(SampleKdModel, what="seeds")

The plot gives the -log(Kd) values of the top 7-mers (including both canonical and non-canonical sites), with or without the final “A” vis-à-vis the first miRNA nucleotide.

To predict the dissociation constant (and binding type, if any) of a given 12-mer sequence, you can use the assignKdType function:

assignKdType("ACGTACGTACGT", SampleKdModel)
##            type log_kd
## 1 non-canonical      0
# or using multiple sequences:
assignKdType(c("CTAGCATTAAGT","ACGTACGTACGT"), SampleKdModel)
##            type log_kd
## 1          8mer  -5129
## 2 non-canonical      0

The log_kd column contains log(Kd) values multiplied by 1000 and stored as an integer (which is more economical when dealing with millions of sites). In the example above, -5129 means -5.129, or a dissociation constant of 0.0059225. The smaller the values, the stronger the relative affinity.

1.1 KdModelLists

A KdModelList object is simply a collection of KdModel objects. We can build one in the following way:

# we create a copy of the KdModel, and give it a different name:
mod2 <- SampleKdModel
mod2$name <- "dummy-miRNA"
kml <- KdModelList(SampleKdModel, mod2)
kml
## An object of class "KdModelList"
## [[1]]
## A `KdModel` for hsa-miR-155-5p (Conserved across mammals)
##   Sequence: UUAAUGCUAAUCGUGAUAGGGGUU
##   Canonical target seed: AGCATTA(A)
## [[2]]
## A `KdModel` for dummy-miRNA (Conserved across mammals)
##   Sequence: UUAAUGCUAAUCGUGAUAGGGGUU
##   Canonical target seed: AGCATTA(A)
summary(kml)
## A `KdModelList` object containing binding affinity models from 2 miRNAs.
## 
##               Low-confidence             Poorly conserved 
##                            0                            0 
##     Conserved across mammals Conserved across vertebrates 
##                            2                            0

Beyond operations typically performed on a list (e.g. subsetting), some specific slots of the respective KdModels can be accessed, for example:

conservation(kml)
##           hsa-miR-155-5p              dummy-miRNA 
## Conserved across mammals Conserved across mammals 
## 4 Levels: Low-confidence Poorly conserved ... Conserved across vertebrates

2 Creating a KdModel object

KdModel objects are meant to be created from a table assigning a log_kd values to 12-mer target sequences, as produced by the CNN from McGeary, Lin et al. (2019). For the purpose of example, we create such a dummy table:

kd <- dummyKdData()
head(kd)
##         X12mer log_kd
## 1 AAAGCAAAAAAA -0.428
## 2 CAAGCACAAACA -0.404
## 3 GAAGCAGAAAGA -0.153
## 4 TAAGCATAAATA -1.375
## 5 ACAGCAACAAAC -0.448
## 6 CCAGCACCAACC -0.274

A KdModel object can then be created with:

mod3 <- getKdModel(kd=kd, mirseq="TTAATGCTAATCGTGATAGGGGTT", name = "my-miRNA")

Alternatively, the kd argument can also be the path to the output file of the CNN (and if mirseq and name are in the table, they can be omitted).

3 Common KdModel collections

The scanMiRData package contains KdModel collections corresponding to all human, mouse and rat mirbase miRNAs.

4 Under the hood

When calling getKdModel, the dissociation constants are stored as an lightweight overfitted linear model, with base KDs coefficients (stored as integers in object$mer8) for each 1024 partially-matching 8-mers (i.e. at least 4 consecutive matching nucleotides) to which are added 8-mer-specific coefficients (stored in object$fl) that are multiplied with a flanking score generated by the flanking di-nucleotides. The flanking score is calculated based on the di-nucleotide effects experimentally measured by McGeary, Lin et al. (2019). To save space, the actual 8-mer sequences are not stored but generated when needed in a deterministic fashion. The 8-mers can be obtained, in the right order, with the getSeed8mers function.



Session info

## R version 4.1.0 beta (2021-05-03 r80259)
## Platform: x86_64-pc-linux-gnu (64-bit)
## Running under: Ubuntu 20.04.2 LTS
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