Introduction to R Training Course
Duration
Requirements
Good understanding of statistics.
Public Course Dates
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| Date | Venue | Price | ||
|---|---|---|---|---|
| 2013-06-11 09:30 | Bristol, Temple Gate | From 1710 to 3890 GBP Check! | ||
| 2013-06-12 09:30 | Manchester | From 1710 to 3890 GBP Check! | ||
| 2013-06-25 09:30 | London, Chiswick | From 1710 to 3890 GBP Check! | ||
| 2013-07-03 09:30 | Bristol, Temple Gate | From 1710 to 3890 GBP Check! | ||
| 2013-07-03 09:30 | London, Chiswick | From 1710 to 3890 GBP Check! | ||
| 2013-07-29 09:30 | Manchester | From 1539 to 3501 GBP Check! | ||
| 2013-08-12 09:30 | Manchester | From 1539 to 3501 GBP Check! | ||
| 2013-08-19 09:30 | London, Chiswick | From 1539 to 3501 GBP Check! | ||
| 2013-08-27 09:30 | Bristol, Temple Gate | From 1539 to 3501 GBP Check! | ||
| 2013-09-09 09:30 | London, Chiswick | From 1539 to 3501 GBP Check! |
Overview
Forecasters, statisticians, managers, analysts who want to use R software http://www.r-project.org/.
It shows how use the software in available GUI's and command line.
Course Outline
Introduction and preliminaries
- Making R more friendly, R and available GUIs
- The R environment
- Related software and documentation
- R and statistics
- Using R interactively
- An introductory session
- Getting help with functions and features
- R commands, case sensitivity, etc.
- Recall and correction of previous commands
- Executing commands from or diverting output to a file
- Data permanency and removing objects
Simple manipulations; numbers and vectors
- Vectors and assignment
- Vector arithmetic
- Generating regular sequences
- Logical vectors
- Missing values
- Character vectors
- Index vectors; selecting and modifying subsets of a data set
- Other types of objects
Objects, their modes and attributes
- Intrinsic attributes: mode and length
- Changing the length of an object
- Getting and setting attributes
- The class of an object
Ordered and unordered factors
- A specific example
- The function tapply() and ragged arrays
- Ordered factors
Arrays and matrices
- Arrays
- Array indexing. Subsections of an array
- Index matrices
-
The array() function
- Mixed vector and array arithmetic. The recycling rule
- The outer product of two arrays
- Generalized transpose of an array
-
Matrix facilities
- Matrix multiplication
- Linear equations and inversion
- Eigenvalues and eigenvectors
- Singular value decomposition and determinants
- Least squares fitting and the QR decomposition
- Forming partitioned matrices, cbind() and rbind()
- The concatenation function, (), with arrays
- Frequency tables from factors
Lists and data frames
- Lists
-
Constructing and modifying lists
- Concatenating lists
-
Data frames
- Making data frames
- attach() and detach()
- Working with data frames
- Attaching arbitrary lists
- Managing the search path
Reading data from files
- The read.table()function
- The scan() function
-
Accessing builtin datasets
- Loading data from other R packages
- Editing data
Probability distributions
- R as a set of statistical tables
- Examining the distribution of a set of data
- One- and two-sample tests
Grouping, loops and conditional execution
- Grouped expressions
-
Control statements
- Conditional execution: if statements
- Repetitive execution: for loops, repeat and while
Writing your own functions
- Simple examples
- Defining new binary operators
- Named arguments and defaults
- The '...' argument
- Assignments within functions
-
More advanced examples
- Efficiency factors in block designs
- Dropping all names in a printed array
- Recursive numerical integration
- Scope
- Customizing the environment
- Classes, generic functions and object orientation
Statistical models in R
-
Defining statistical models; formulae
- Contrasts
- Linear models
- Generic functions for extracting model information
-
Analysis of variance and model comparison
- ANOVA tables
- Updating fitted models
-
Generalized linear models
- Families
- The glm() function
-
Nonlinear least squares and maximum likelihood models
- Least squares
- Maximum likelihood
- Some non-standard models
Graphical procedures
-
High-level plotting commands
- The plot() function
- Displaying multivariate data
- Display graphics
- Arguments to high-level plotting functions
-
Low-level plotting commands
- Mathematical annotation
- Hershey vector fonts
- Interacting with graphics
-
Using graphics parameters
- Permanent changes: The par() function
- Temporary changes: Arguments to graphics functions
-
Graphics parameters list
- Graphical elements
- Axes and tick marks
- Figure margins
- Multiple figure environment
-
Device drivers
- PostScript diagrams for typeset documents
- Multiple graphics devices
- Dynamic graphics
Packages
- Standard packages
- Contributed packages and CRAN
- Namespaces

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