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MATH 210 Introduction to Mathematical Computing

MATH 210 is an introduction to mathematical computing including:

Lecture Notes

Date Notebook Topics Mathematical Python
September 11 notes_2020_09_11.ipynb Jupyter notebooks and markdown Jupyter and Markdown
September 14 notes_2020_09_14.ipynb LaTeX LaTeX
September 16 notes_2020_09_16.ipynb Numbers and variables Numbers and Variables
September 18 notes_2020_09_18.ipynb Sequences and builtin functions Sequences and Functions
September 21 notes_2020_09_21.ipynb Sequences and builtin functions (continued) Sequences and Functions
September 23 notes_2020_09_23.ipynb Functions Functions
September 25 notes_2020_09_25.ipynb Boolean values and if statements Logic
September 28 notes_2020_09_28.ipynb for loops Loops
September 30 notes_2020_09_30.ipynb Bisection method Bisection method
October 9 notes_2020_10_09.ipynb Python packages NumPy and Matplotlib
October 14 notes_2020_10_14.ipynb NumPy arrays and plotting NumPy and Matplotlib
October 21 notes_2020_10_21.ipynb Riemann sums Riemann sums
October 26 notes_2020_10_26.ipynb Riemann sums and trapezoid rule Riemann sums and trapezoid rule
October 30 notes_2020_10_30.ipynb Simpson's rule Simpson's rule
November 2 notes_2020_11_02.ipynb Euler's method First order equations
November 6 notes_2020_11_06.ipynb Heun's method First order equations
November 13 notes_2020_11_13.ipynb Euler's nethod for second order equations
November 16 notes_2020_11_16.ipynb Systems of equations scipy.integrate.odeint
November 18 notes_2020_11_18.ipynb Systems of equations scipy.integrate.odeint
November 20 notes_2020_11_20.ipynb Linear algebra with SciPy Linear algebra with SciPy and scipy.linalg
November 25 notes_2020_11_25.ipynb LU factorization Linear systems
December 2 notes_2020_12_02.ipynb Interpolation, regresssion and eigenvalues Interpolation and eigenvalues

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Introduction to Mathematical Computing with Python and Jupyter

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