There are many reasons why you should switch to R, even if you are already familiar with another tool.
To give you a more detailed comparison with other popular software tools, I have created a series of LinkedIn posts where each post compares R with one other tool.
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If you're a Stata user, you should switch to R now!
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I used to think that writing sophisticated R code meant using all the advanced features and chaining long functions together...
Fancy code can be fun, but clean code makes collaboration and debugging so much easier.
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Combining Principal Component Analysis (PCA) with k-means Clustering in R can significantly enhance your data analysis by reducing dimensionality and improving clustering performance.
Check out my article created with Cansu Kebabci: https://statisticsglobe.com/pca-before-k-means-clustering-r
I've also created a video: https://www.youtube.com/watch?v=nzhSjOKSGC8
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Decision trees are a powerful tool in data science for making decisions and predictions based on data. They work by splitting data into branches based on specific criteria, allowing for clear and interpretable decisions. When used correctly, decision trees can significantly enhance the accuracy and interpretability of models.
Learn more: https://statisticsglobe.com/online-course-statistical-methods-r
The Standard Error measures how much a sample statistic, like the mean, is expected to vary from the true population parameter. It helps us understand the precision of our estimates and how much confidence we can place in our results.
Learn more: https://statisticsglobe.com/online-course-statistical-methods-r
Simplify and elevate your data visualization with GGally, an R package designed to extend ggplot2 by providing specialized tools for visualizing complex data relationships. Whether you're exploring data, comparing models, or analyzing correlations, GGally has you covered.
Visualization: https://ggobi.github.io/ggally/
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Both R and Python are powerful tools widely used for data analysis and research, making them worth a detailed comparison.
Data credit: https://www.kaggle.com/
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In Bayesian inference, a credible interval is a range of values within which a parameter lies with a certain probability, given the observed data and prior beliefs. The image of this post (based on this Wikipedia image: https://en.wikipedia.org/wiki/Credible_interval#/media/File:Highest_posterior_density_interval.svg) represents a 90% highest-density credible interval of a posterior probability distribution.
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