The difference between From...import and import is that import imports the specified library directly, whereas From....import imports the specified module from the specified library.
Import...as is the import a as B, giving a library a nickname for a B, to help memory
In machine learning, an object is a line vector that contains a set of features. The most outstanding technology in this field is the GPU operation using graphics processor, one of the important features of vectorization programming is that we can directly convert the mathematical formula into the corresponding program code, the dimension refers to the number of parameters required to describe a mathematical object under certain premise, and the complete expression should be "object x based on premise A is N dimension".
The effect of scatter (x, y) and plot (x, y, ' * ') is to draw a little bit according to the X and Y coordinates.
Plot, by default, connects all points in a certain order into a polyline. When plot specifies linearity, it is possible to draw different images, such as plot (x, y, ' * ')
Here is a test procedure:
#-*-Coding:utf-8-*-
# Filename:mytest1.py
Import NumPy as NP # imports NumPy Library
From numpy import * # importing NumPy libraries
Import Matplotlib.pyplot as PLT # importing Matplotlib libraries
# test Data Set-two-D list
DataSet = [[ -0.017612,14.053064],[-1.395634, 4.662541],[-0.752157
, 6.538620],[-1.322371, 7.152853],[0.423363, 11.054677],[0.406704
, 7.067335],[0.667394, 12.741452], [-2.460150, 6.866805],[0.569411
, 9.548755],[-0.026632, 10.427743],[0.850433, 6.920334],[1.347183
, 13.175500],[1.176813, 3.167020],[-1.781871, 9.097953]
Datamat = Mat (DataSet). T # Convert the dataset to the NumPy matrix and transpose
Plt.scatter (datamat[0],datamat[1],c= ' red ', marker= ' O ') # Plot data hubs graph
# Draw a straight line graphic
X = Np.linspace ( -2,2,100) # produces a straight data set
# Establishing a linear equation
Y = 2.8*x+9
Plt.plot (x, y) # Draw a straight line graph
Plt.show () # shows the result after drawing
The output results are as follows:
Understanding Mathematical Formulae and Numpy
Import NumPy as NP
Myzero = Np.zeros ([3,5])
Print Myzero
print ' \ n '
Myones = Np.ones ([3,5])
Print Myones
print ' \ n '
Myrand = Np.random.rand (3,4)
Print Myrand
print ' \ n '
MyEye = Eye (3)
Print MyEye
Output Result:
[0.0. 0.0. 0.]
[0.0. 0.0. 0.]
[0.0. 0.0. 0.]
[1.1. 1.1. 1.]
[1.1. 1.1. 1.]
[1.1. 1.1. 1.]
[[0.08391638 0.45111372 0.13425541 0.4058907]
[0.4899189 0.09429184 0.49567921 0.05946378]
[0.9062396 0.34326417 0.43128689 0.73593377]]
[1.0. 0.]
[0.1. 0.]
[0.0. 1.]
Python in numpy module