This is a summary of my own loose points after participating in a study session for the CPA (Certified Public Accountant) community called PyCPA. Python Data Science Practical Course 2nd Powered by PyCPA Actually, I participated in the LT frame (the itinerary of programming learning and the goal in this lecture), but since it is an LT with only the momentum of "I will do my best!", I will not release the material: sweat:
As with Last time, this content has little to do with the content of the lecture, so if you are interested in the content, please use the following in the lecture. See the book and the free content on which this book was based. Book: The University of Tokyo Data Scientist Training Course Free content: GCI Data Scientist Training Course Exercise Content Public Page
When I reread the textbook for review, I found that the general problem 3-2 was "Lorenz curve and Gini counting". This is also included in the free content of the University of Tokyo, so I will quote that.
Gini coefficient: It seems to be the "Gini value" that appeared in a book I read a long time ago, saying "There is a risk of riot if the value represents unfairness of income exceeds 0.4".
The numerical value of the degree of inequality is called the Gini coefficient. This value is defined as twice the area of the area surrounded by the Lorenz curve and the 45 degree line, and takes a value from 0 to 1. The higher the value, the greater the degree of inequality.
Aside from the overall problem: sweat :, I'm curious about the Gini coefficient, so let's take a look (I hope it doesn't become a "clutter" all the time ...)
First of all, I searched the site for Global Note, which is used when examining public data such as GDP comparison. I'm sorry to Global Note, but I only use data that can be viewed for free: p World Gini Coefficient Country Ranking / Transition Japan is 0.34. The Nordic countries on stable routes have low Gini coefficients, and countries with high economic growth rates such as China, the United States, and South America are likely to have high Gini coefficients.
Since the Global Note only mentions the original data acquisition source as OECD, I will check the OECD data and look for something like that. I wonder if this is it. Income inequality
This site seems to be very convenient. There is not much aging in Japan and the United States, but Estonia, which has rapidly become an electronic nation with IT in social infrastructure, seems to have a sharp drop in the Gini coefficient.
There were easy-to-understand explanations on Lorenz curves and Gini counting on various sites including Wikipedia. Wiki Gini coefficient Gini coefficient in 5 minutes Indicators for measuring income inequality-Gini coefficient and Lorenz curve-
The answer to the comprehensive question can be found in Appendix.2 of Data Scientist Training Course at the University of Tokyo. It seems to be useful for studying Python code (although I haven't done it yet) I won't quote this, so let's do our best: smile:
Unfortunately, I can't participate next time on February 29th due to a prior contract, but I would like to write this series according to PyCPA. Python Data Science Practical Course 3rd Powered by PyCPA
I look forward to the 4th time! !!
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