#將excel中的數(shù)據(jù)進(jìn)行讀取分析
import openpyxl
import numpy as np
import math
import matplotlib.pyplot as pit
wk=openpyxl.load_workbook('信息11.xlsx')
sheet=wk.active
rows=sheet.max_row
cols=sheet.max_column
lst1=[]
lst2=[]
for i in range (1,rows+1):
  size1=sheet.cell(i,1).value
  lst1.append(size1)
  size2 = sheet.cell(i, 2).value
  lst2.append(size2)
num=0
dic_size={}
for item in lst1:
  dic_size[lst1[num]]=lst2[num]
  num+=1
#弄成百分比的形式
lst_total=[]
for item in dic_size:
  lst_total.append([item,dic_size[item]])
labels=[item[0] for item in lst_total] #使用列表生成式，得到餅圖的標(biāo)簽
fraces=[item[1] for item in lst_total] #餅圖中的數(shù)據(jù)源
pit.rcParams['font.family']=['SimHei'] #單獨(dú)的表格亂碼的處理方式
pit.scatter(labels,fraces)
pit.plot(labels,fraces,color='green')
pit.bar(labels,fraces,width=5,color='red')
z1=np.polyfit(labels,fraces,2)
p1=np.poly1d(z1)
x = np.linspace(0, 500, 50)
y=-0.00024*(x**2)+0.1013*(x)+10.23
pit.plot(x,y,color='purple')
#pit.savefig('圖.jpg')
yre=[]
for item in labels:
  y=-0.00024*(item**2)+0.1013*(item)+10.23
  yre.append(round(y,6))
print(fraces)
print(yre)
result=[]
a=0
mse=0
mae=0
for i in range(0,10):
  a+=round(fraces[i]-yre[i],6)
  mae+=round(math.fabs(fraces[i]-yre[i]),6)
for i in range(0,10):
  result.append(round(fraces[i] - yre[i]-round(a/10,6), 6))
  mse += round((fraces[i] - yre[i]-round(a/10,6)) * (fraces[i] - yre[i]-round(a/10,6)), 6)
print(result)
print('均值',round(a/10,6))
print('均方誤差',round(mse/10,6))
rmse=math.sqrt(round(mse/10,6))
print('均方根誤差',round(rmse,6))
print('平均絕對(duì)誤差',round(mae/10,6))
print('R平方的數(shù)值',1-((round(a/10,6))*round(a/10,6))/round(mse/10,6))
print(p1)
#pit.show()