Skip to main content

Introduction

This blog is a result of my many instances thinking "I should write down this really cool thing I'm learning/implementing somewhere", and then proceeding to write it down with pen and paper before losing that documentation for good. After struggling time and time again trying to find notes of something I did or learned, I figured writing a blog that appends to my website / online portfolio would be a good way of storing them.

As the famous quote (often mistakenly attributed to A. Einstein) goes, "if you cannot explain it simply you don't understand it well enough"1, this blog also serves as a great way to reinforce my understanding of the subjects I'm learning by forcing me to explain the concepts as intuitively as possible. I have enjoyed explaining concepts to people, and have considered that perhaps I'd like to teach someday, which is another benefit to setting up this blog.

I should be setting up posts soon (I hope!), so stay tuned. Thanks for stopping by! (While you're at it feel free to drop by my website!)



1 A quick search gave me this and this alluding to nuclear physicist Ernest Rutherford as the source of the quote, and I daresay that the quote "an alleged scientific discovery has no merit unless it can be explained to a barmaid" is more classy.

Comments

Popular posts from this blog

Standard Deviation vs. RMSE

I came across the concept of Root Mean Square Error (RMSE) two days ago at work, while investigating 3-D localization using Google Cartographer . I was familiar with the difference between RMSE and standard deviation previously, but at work I seemed to have gotten them mixed up (again). Like various other concepts that I frequently learned to forget, I figured I should write it down somewhere in case I need a quick refresher, hence this post. To get started, let's begin with their similarities. The standard deviation, generally represented by the Greek lowercase sigma letter $\sigma$, and the RMSE are similar mathematically: they are both metrics to measure the variance of a variable from a reference . Put simply, they tell you how much a variable you are measuring/estimating 1 vary from a reference. For example, if you get a high value in $\sigma$ or RMSE, you know that the variable that you are measuring/esti

How to switch a remote repo URL from HTTPS to SSH (and vice versa)

For my first post, I figured I could start with something really simple. I encountered this at work some time ago, but I forgot how to solve it after encountering it once again recently. Basically, I realized that (after not updating my website for awhile) I git cloned my repository using HTTPS instead of SSH onto my laptop. For the sake of convenience, I wanted to be able to do git pull, push and so on without having to validate my identification every time. This is awfully simple, but I figured I might as well document this in case I forget it in the future, and hopefully this helps someone in need too. I referred to the GitHub documentation for the following tutorial. When cloning repositories, you can choose whether to do it via HTTPS or SSH. A HTTPS type clone is creating a copy of a remote repo which you do not have automatic write access to , while an SSH type clone gives you the access to push your changes (as long as you have an SSH key set up) automatically . Hence,