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pbdDMAT

  • Version: 0.4-2
  • License:
  • Author: See section below.

pbdDMAT is an R package for distributed matrix algebra and statistics computations over MPI.

With few exceptions (ff, bigalgebra, etc.), R does computations in memory. If the memory of a matrix is too large for a single node, then distributing the ownership of the matrix across multiple nodes is an effective strategy in working with such large data.

The pbdDMAT package contains numerous routines to help with the distribution and management of data, as well as functions for summarizing, inspecting, and analyzing distributed matrices.

Often the syntax is identical to serial R, only instead of calling cov(x) on a matrix x, you would call it on a distributed matrix x. This is possible by extensive use of R's S3 and S4 methods.

Much of the numerical linear algebra is powered by the ScaLAPACK library, which is the distributed analogue of LAPACK, used extensively by R.

Installation

pbdDMAT requires

  • A system installation of MPI
  • R version 3.0.0 or higher
  • The pbdMPI and pbdBASE packages, as well as their dependencies.

Assuming you meet the system dependencies, you can install the stable version from CRAN using the usual install.packages():

install.package("pbdDMAT")

The development version is maintained on GitHub, and can easily be installed by any of the packages that offer installations from GitHub:

### Pick your preference
devtools::install_github("RBigData/pbdDMAT")
ghit::install_github("RBigData/pbdDMAT")
remotes::install_github("RBigData/pbdDMAT")

See the vignette for installation troubleshooting.

Usage

# load the package
library(pbdDMAT)

# initialize the specialized MPI communicators
init.grid()

# create a 100x100 distributed matrix object
dx <- ddmatrix(1:100, 10)

# print
dx
print(dx, all=TRUE)


# shut down the communicators and exit
finalize()

Save this program as pbd_example.r and run it via:

mpirun -np 2 Rscript pbd_example.r

Numerous other examples can be found in both the pbdDMAT vignette, as well as the pbdDEMO package and its corresponding vignette.

Authors

pbdDMAT is authored and maintained by the pbdR core team:

  • Drew Schmidt
  • Wei-Chen Chen
  • George Ostrouchov
  • Pragneshkumar Patel

With additional contributions from:

  • The R Core team (some wrapper code taken from the base and stats packages)
  • ZhaoKang Wang (fixes/improvements to apply())
  • Michael Lawrence (fix for as.vector())

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Version

Install

install.packages('pbdDMAT')

Monthly Downloads

37

Version

0.4-2

License

GPL (>= 2)

Maintainer

Last Published

October 21st, 2016

Functions in pbdDMAT (0.4-2)

as.matrix

Distributed object to Matrix Converters
companion

Generate Companion Matrices
as.vector

Distributed object to Vector Converters
as.ddmatrix

Non-Distributed object to Distributed Object Converters
covariance

Covariance and Correlation
arithmetic

Arithmetic Operators
as.rowcyclic

Distribute/Redistribute matrices across the process grid
ddmatrix-solve

Solve
ddmatrix-summary

Distributed Matrix Summary
ddmatrix-apply

Apply Family of Functions
ddmatrix-chol

Cholesky Factorization
ddmatrix-lu

LU Factorization
ddmatrix-prcomp

Principal Components Analysis
ddmatrix-eigen

eigen
ddmatrix-constructors

Distributed Matrix Creation
ddmatrix-print

Printing a Distributed Matrix
ddmatrix-scale

Scale
insert

Directly Insert Into Distributed Matrix Submatrix Slot
getLocal

getLocal
expm

Matrix Exponentiation
ddmatrix-svd

Singular Value Decomposition
ddmatrix-sumstats

Basic Summary Statistics
headsortails

Head and Tail of a Distributed Matrix
extract

Extract or Replace Parts of a Distributed Matrix
diag-constructors

Distributed Matrix Diagonals
eigen2

eigen2
Hilbert

Generate Hilbert Matrices
isdot

Type Checks, Including NA, NaN, etc.
matmult

Matrix Multiplication
na

Handle Missing Values in Distributed Matrices
pbdDMAT-package

Distributed Matrix Methods
isSymmetric

isSymmetric
qr

QR Decomposition Methods
lm.fit

Fitter for Linear Models
math

Miscellaneous Mathematical Functions
rounding

Rounding of Numbers
sd

Covariance and Correlation
transpose

Distributed Matrix Transpose
sparsity

Sparsity of Matrix Objects
sweep

Sweep
redistribute

Distribute/Redistribute matrices across the process grid
pbdDMAT Control

Some default parameters for pbdDMAT.
reductions

Arithmetic Reductions: Sums, Means, and Prods
Comparators

Logical Comparisons
condnums

Compute or estimate the Condition Number of a Distributed Matrix
binds

Row and Column binds for Distributed Matrices
Accessors

Accessor Functions for Distributed Matrix Slots
chol2inv

Inverse from Choleski (or QR) Decomposition
ddmatrix-class

Class ddmatrix
ddmatrix-norm

Norm