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review of first steps, polynomials and expression, an introduction to symbolic computation

Normalizing Expressions by bringing into normal form, using multivariate polynomials or numerically

Manipulating Symbolic Expressions with Substitution, Expansion, and Factorization

Expression Trees for symbolic and numeric evaluation

Normal Forms of Rational Expressions and Polynomials

Univariate and Multivariate Polynomials, numeric, exact, symbolic factorizations, monomial orders

Vectorize and Cythonize to make your Python code run faster

Persistent Data and Serialization, writing and reading data in a Jupyter notebook with SageMath

Evaluation and Execution, lookup tables for finite fields, binary expression trees

Number Types and Functions to Store Data

Symbols, Names, and References

Complex and Algebraic Numbers, Finite Field Extensions

Exact and Floating-Point Numbers

Getting Started and Getting Help with SageMath

the Jupyter notebook documents our computations

Welcome to MCS 320, introduction to symbolic computation.

least squares on GPUs in multiple double precision

review for the final exam

Face Recognition and Ranking Data

Introduction to Deep Learning

introduction to neural networks

Introduction to Machine Learning

modeling vibrations by Bessel functions

Periodic Steady State

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