c
codeye
V1
2022/10/12阅读:40主题:默认主题
latex
基本用法
display(Latex('$$ a\div b = c $$'))
display(Latex('$$ log_2 8 = 3 $$'))
display(Latex('$$ circleArea = \pi r^2 $$'))
display(Latex('$$ \lvert -1 \lvert = 1 $$'))
display(Latex('$$ (a+b)^2 = a^2 + 2ab + b^2 $$'))
display(Latex('$$ \sqrt[3] 8 = 2 $$'))
display(Latex('$$ \sqrt[3] 8 = 8 ^ {\dfrac{1}{3}} $$'))
display(Latex('$$ x^n\cdot x^m = x^{(m+n)} $$'))
display(Latex('$$ x^n^m = x^{(m\cdot m)} $$'))
display(Latex('$$ x^n\div x^m = x^{(m - m)} $$'))
输出效果:

生成二维数组并打印输出
import numpy as np
from latexifier import latexify
from IPython.display import Latex
# Create a sample "Matrix" (NumPy 2-D array)
MM = np.arange(1,13).reshape(3,4)
# Specify that we want newlines and we want curly braces ("Bmatrix") as the matrix display type.
converted = latexify(MM, newline=True, arraytype="Bmatrix")
Latex(converted)
输出效果:
转置MM并输出打印
MMT = MM.T
converted = latexify(MMT, newline=True, arraytype="Bmatrix")
Latex(converted)
输出效果:

More details as Latex

作者介绍
c
codeye
V1