Kochiya Sanae, Touhou Project

 

 

Tool used: Clip Studio Paint 

These illustrations are posted in my Pixiv page so please visit https://www.pixiv.net/en/users/32334195!   

I have actually put an effort for this posing of Sanae-chan: have taken this croquis technique for this posing! 

 

Leontief Model Simulation with Python Part 1: Simulating "Dynamic Input-Output Model" by RCD Sir with Python

I have simulated "Dynamic Input-Output Model" by RCD Sir shown in the following YouTube with Python.

This is my first step to experiment simulating Leontief's Input-Output econometric model: The first one is the basic model utilising the inverse matrix to find the output level.

The output is derived from the final demand multiplied by the inverse matrix of an identity matrix minus the coefficient matrix and the capital matrix.

A list of my Python code based on the mathematical modelling is as follows:

# importing necessary tools

import matplotlib.pyplot as plt

import numpy as np

import pandas as pd

import scipy.linalg

print('Simulating the example https://www.youtube.com/watch?v=KmVfmISjayA&t=134s')

Sctrs=['Sec1','Sec2','Sec3']

# A: Input Coefficient Matrix

A = np.array([[0.2, 0.3, 0.2],[0.4,0.1,0.2],[0.1,0.3,0.2]])

Pdf_A = pd.DataFrame(data = A,index = Sctrs,columns = Sctrs)

display('A: Input Coefficient Matrix',Pdf_A)

# B: Capital Coefficient Matrix

B = np.array([[0.1,0.2,0.1],[0.2,0.1,0.2],[0.1,0.2,0.1]])

Pdf_B = pd.DataFrame(data = B,index = Sctrs,columns = Sctrs)

display('B: Capital Coefficient Matrix',Pdf_B)

# G: Diagonal matrix of sector growth rates

G = np.array([[0.2,0,0],[0,0.2,0],[0,0,0.1]])

Pdf_G = pd.DataFrame(data = G,index = Sctrs,columns = Sctrs)

display('G: Diagonal matrix of sector growth rates',Pdf_G)

# F: Final Demand Vector

d = np.array([400,300,500])

Pdf_d = pd.DataFrame(data = d,index = Sctrs)

display('d: Final Demand Vector',Pdf_d)

# Identity Matrix

I=np.identity(len(A))

Pdf_I = pd.DataFrame(data = I,index = Sctrs)

display(f'I: {len(A)} by {len(A)} identity matrix',Pdf_I)

BG=np.dot(B,G)

Pdf_BG = pd.DataFrame(data = BG,index = Sctrs,columns = Sctrs)

display('BG is',Pdf_BG)

print('When the output vector is x \n x = Ax + BGx + d \n and therefore \n (I - A - BG)x = d .')

I_A_BG=I-A-BG

Pdf_I_A_BG = pd.DataFrame(data = I_A_BG,index = Sctrs,columns = Sctrs)

display('(I-A-BG) is',Pdf_I_A_BG)

print('Then \n x = (I - A - BG)^-1 d .')

Inv_I_A_BG=np.linalg.inv(I_A_BG)

Pdf_Inv_I_A_BG = pd.DataFrame(data = Inv_I_A_BG,index = Sctrs,columns = Sctrs)

display('(I-A-BG)^-1 is',Pdf_Inv_I_A_BG)

x= np.dot(Inv_I_A_BG,d)

Pdf_x = pd.DataFrame(data = x,index = Sctrs)

display('x = (I - A - BG)^-1 d =',Pdf_x)

My drawing of Kinnoull Hill, Perth, Scotland, UK

 

Libertarian Remilia (Touhou Project)

Libertarian Remilia Scarlet (Touhou project (Touhou 東方 project )), Cause against Determinism! Freedom of will shall prevail!!

Remilia's say to Keine "You cannot change destiny while merely observing history." I recognise Sister Remilia retains the great philosophy of Metaphysical Libertarianism

 

Tool used: Clip Studio Paint Pro

 

These illustrations are posted in my Pixiv page so please visit https://www.pixiv.net/en/users/32334195!  

Younu Konpaku (Myon-chan) as an adorable idol

 

Youmu Konpaku 「魂魄 妖夢」 みょんちゃん(Myon-chan) posing as an adorable idol.

Tool used: Clip Studio Paint Pro

These illustrations are posted in my Pixiv page so please visit https://www.pixiv.net/en/users/32334195! 

 

 

 

 

Youmu Konpaku 「魂魄 妖夢」 みょんちゃん(Myon-chan) with 白桜剣(Hakurouken) & 楼観剣(Roukanken)

 

Youmu Konpaku 「魂魄 妖夢」 みょんちゃん(Myon-chan) with 白桜剣(Hakurouken) & 楼観剣(Roukanken)

Tool used: Clip Studio Paint Pro

These illustrations are posted in my Pixiv page so please visit https://www.pixiv.net/en/users/32334195!  

One of the reasons why I am fond of her is being familiar with her personality. Her diligent, deterministic, humble, and caring personality together with her attractive appearance capture my heart. Also, her girly characteristic unexpectedly appears on some occasions where her adorability is emphasised.