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Wednesday, May 23, 2018

Java Samples - Tutorials, articles and code samples

Java Samples - Tutorials, articles and code samples

Link to Programming Tutorials, articles, and code samples

Using make.names() in R

Posted: 21 May 2018 09:00 AM PDT

While doing data analysis, it is highly recommended to use proper naming conventions for files, variables and especially column names. This is very important for two reasons

Monday, May 7, 2018

Java Samples - Tutorials, articles and code samples

Java Samples - Tutorials, articles and code samples

Link to Programming Tutorials, articles, and code samples

Handling Date and Time in R

Posted: 06 May 2018 09:00 AM PDT

R has a special way of representing dates and times, which can be helpful if you’re working with data that show how something changes over time (i.e. time-series data) or if your data contain some other temporal information, like dates of birth.

Functions in R - Creating your first R function

Posted: 05 May 2018 09:00 AM PDT

Functions are one of the fundamental building blocks of the R language. They are small pieces of reusable code that can be treated like any other R object. Functions are usually characterized by the name of the function followed by parentheses.

Wednesday, May 2, 2018

Java Samples - Tutorials, articles and code samples

Java Samples - Tutorials, articles and code samples

Link to Programming Tutorials, articles, and code samples

Matrices and Data Frames in R

Posted: 30 Apr 2018 09:00 AM PDT

In this tutorial, we’ll cover matrices and data frames. Both represent ‘rectangular’ data types, meaning that they are used to store tabular data, with rows and columns. The main difference, as you’ll see, is that matrices can only contain a single class of data, while data frames can consist of many different classes of data.

Subset Vectors in R

Posted: 30 Apr 2018 09:00 AM PDT

In this tutorial, we’ll see how to extract elements from a vector based on some conditions that we specify. For example, we may only be interested in the first 20 elements of a vector, or only the elements that are not NA, or only those that are positive or correspond to a specific variable of interest. By the end of this tutorial, you’ll know how to handle each of these scenarios.

Missing Values in R

Posted: 30 Apr 2018 09:00 AM PDT

Missing values play an important role in statistics and data analysis. Often, missing values must not be ignored, but rather they should be carefully studied to see if there’s an underlying pattern or cause for their missingness.

Logical and Character Vectors in R

Posted: 30 Apr 2018 09:00 AM PDT

The simplest and most common data structure in R is the vector. Vectors come in two different flavors: atomic vectors and lists. An atomic vector contains exactly one data type, whereas a list may contain multiple data types. Numeric vectors are one type of atomic vector. Other types of atomic vectors include logical, character, integer, and complex. In this tutorial, we’ll take a closer look at logical and character vectors.

Tuesday, May 1, 2018

Java Samples - Tutorials, articles and code samples

Java Samples - Tutorials, articles and code samples

Link to Programming Tutorials, articles, and code samples

Generating Sequence numbers in R - seq(), rep() c() etc.

Posted: 29 Apr 2018 09:00 AM PDT

In this tutorial, you’ll learn how to create sequences of numbers in R using functions such as seq(), rep(), c() etc. The simplest way to create a sequence of numbers in R is by using the : operator

File handling commands in R

Posted: 29 Apr 2018 09:00 AM PDT

In this tutorial, you’ll learn how to examine your local workspace in R and begin to explore the relationship between your workspace and the file system of your machine. Because different operating systems have different conventions with regards to things like file paths, the outputs of these commands may vary across machines.

Discrete Vs Continuous Random Variables in R

Posted: 29 Apr 2018 09:00 AM PDT

Random in statistics does not mean ‘haphazard’ but it means a kind of order that emerges in the long run. For example we term unpredictable things that happen in our life as ‘random’. But we rarely see enough repetition of the same random phenomenon to observe a long term regulatrity that probability describes about ’random’ness.

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