# [Teaser] Why Trump eventually banned TikTok

With my clairvoyance, I am able to foresee Trump bans TikTok eventually.
This is a placeholder for my future post.
Forecasted in Sep. 24, 2020.
*Disclaimer: I don’t have any insider’s information.*

Statistical Learning expert, Research Engine endeavor

With my clairvoyance, I am able to foresee Trump bans TikTok eventually.
This is a placeholder for my future post.
Forecasted in Sep. 24, 2020.
*Disclaimer: I don’t have any insider’s information.*

When I started the PhD, I knew nothing about the academia and thus spent a lot of time and efforts in mining the unspoken rules. I wish that someone could have lent me a hand, rather than leaving me wandering in the darkness. This painstaking experience has inspired me to help those younger so that they could have a smoother sailing in their intellectual journeys. In this post, I will try something similar but more profound.

Recently, some reader asked me whether my time series cross-validation package `TSCV`

can be used for nested cross-validation.
I mulled it over and found the answer to be favorable.
I planned to tell him this good news, but the answer quickly became lengthy.
Therefore, I decided to turn the answer into a standalone post to address this question.
In the following, I will explain the concept of nested cross-validation and its advantage as well as how to use `TSCV`

or any similar packages for it.
The same content is also hosted on GitHub.
If you have any question, you can ask in either place (preferably in *both* places).

All men are equal, but not all matrices have inverses.
For instance, rectangular matrices do not have inverses; square matrices without full rank do not have inverses.
The matrix rights activists (*i.e.* E. H. Moore, 1920; Arne Bjerhammar, 1951; and Roger Penrose, 1955) among mathematicians thus stood out and spoke for these computationally unfavored matrices.
Thanks to their continual efforts, every matrix finally got an inverse, dubbed the **Moore-Penrose (pseudo) inverse**.
These previously unfavored matrices have since contributed to the academia and revolutionized statistics and machine learning.
In memory of its 100th anniversary, let me talk, in this post, about the Moore-Penrose inverse and its applications.

In August, I got interested in Amazon Web Service (AWS) and spent some time to get an **AWS Cloud Practitioner certificate**.
To put into practice what I have learned during the training, why not develop a web application, I asked myself.
Thus, I decided to create a Plotly Dash dashboard and deploy it on AWS.
The service that I chose is AWS Elastic Beanstalk.
You can find, on the Internet, several guides written by amateurs to teach you how to deploy Dash on AWS.
However, there is something lacking in all these guides.
Therefore, I, also an amateur, decided to write a guide myself.
In the following, I will show you how to achieve this “feat” step by step.
To understand this guide, it is a prerequisite to know how to develop a Dash application and what AWS Elastic Beanstalk is.

Earlier this month (July, 2019), mathematician Hao Huang posted a proof of the *Sensitivity Conjecture*, which has troubled mathematicians for 30 years.
To people’s surprise, this proof is only 2 page’s long and involves only undergraduate level math.
On the Internet, you can find some reports, written for the general public, about the background story and the interpretation of the sensitivity conjecture.
Also, several experts, such as Terence Tao, are elaborating on it.
Here, writing for students and non-experts, I will summarize the key steps in Hao Huang’s proof, in an attempt to help them quickly grasp the essential.

This guide documents one code style of static, class, and abstract methods in Python. Following this style, your code can be run in both Python 2.X and Python 3.X.

**Abstract.**
This post introduces the concept of Nash Equilibrium into Pokémon GO meta-game, with the intention to build a minimalist PvE list.
The idea is to build an all-round team for gym battles or for boss raids with *few* Pokémon.
This approach allows the players to concentrate their resources to build a small team of strong Pokémon instead of a large group of mildly strong Pokémon.
To demonstrate the usage of the Nash Equilibrium, I use *Timeout* as the win condition for gym battles and total damage output for boss raids.
The resulting minimalist lists are for reference;
I provided, at the end of the post, the dataset and the code necessary for the readers to build their own minimalist lists.

Yugioh Duel Links is a digital collectible card game (CCG), which could be played on mobile devices. Like many other CCGs, there is an in-game Ladder system, where players compete with each other to prove themselves as the best duelist in the world. However, many players complain about the mechanism of this Ladder and suggest replacing it with the Elo system. In this post, I can show you, thanks to the cutting-edge research of DeepMind, that the Elo system, or any other systems using **averaging**, is unavoidably inefficient for Duel links.

Many talk about data science and machine learning with enthusiasm, but few know about one of the most important building components behind them – **convex optimization**.
Indeed, nowadays nearly every data science problem will first be transformed into an *optimization* problem and then solved by standard methods.
Convex optimization, albeit basic, is the most important concept in optimization and the starting point of all understanding.
If you are an *aspiring* data scientist, convex optimization is an unavoidable subject that you had better learn sooner than later.

In this post I will discuss one of the two best papers in ICML 2018 – Delayed Impact of Fair Machine Learning. Contrary to other papers constructing various innovative definitions of fairness, this paper analyzes the delayed impact of fairness policy. It shows that these policies do not necessarily improve the situation of the disadvantaged population: It may hurt them, in some cases, in the long run.

**TL;DR**: Evolutionary game theory, initially developed for biology, has been successfully applied to other domains such as economics, sociology, and anthropology.
This post will use it to explain the various meta of Yugioh Duel Links and predict the nonexistence of the kind of meta which is simultaneously diverse, accessible, and without being Rock–paper–scissors.

Image from Gustavo Santos at DeviantArt

*Free-to-play* (F2P) and *Pay-to-play* are two different business models.
Pay-to-play requires the players to make a fixed-amount purchase to play the game.
Examples include *World of Warcraft*, *Eve Online* and so forth.
Free-to-play usually adopts a freemium model and does not require any payment in advance to access the game.
Instead, players can make in-game micropayments to enhance their gaming experience, which is also the method with which the company makes money.
Examples include *League of Legends*, *Dota 2*, *Hearthstone*, *Clash Royale*, *Pokémon GO* and so forth.
F2P has been a great commercial success, and more and more online games follow this model.