The tidyverse is the most popular analysis framework for R. But your data might need some special treatment due to its particular nature. In this article, I show you how to extend the tibble class and core tidyverse functions to make them work for your data.
In this final article in my mini-series on k-means and its variants, I will talk about the k-medoids algorithm, also commonly called partitioning around medoids (PAM). It has the beauty of being basically deterministic and find very good solutions reliably.
Real-world data sets often come with many outliers that you might not be able to remove completely during the data cleanup phase. If you have run into this problem, I want to introduce you to the k-medians algorithm. By using the median instead of the mean, and using a more robust dissimilarity metric, it is much less sensitive to outliers.
k-means is a very simple and ubiquitous clustering algorithm. But quite often it does not work on your problem, for example because the initialization is bad. Fortunately, there is an improved initialization method, k-means++, which can help to alleviate this problem.