Math exercises paralleling my coursework in Linear Algebra, Statistics and Machine Learning with Python.
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01_dot_product_vectors.ipynb
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Linear Algebra: Computing Dot Products from Matrix Columns as Vectors
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This Python Jupyter notebook consists of my solution to an exercise from Mike X. Cohen's Linear Algebra course on Udemy.
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02_histogram_proportion.ipynb
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Statistics: Converting a Distribution from Raw Count to Proportion
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This Python Jupyter notebook consists of my solution to an exercise from Mike X. Cohen's Statistics & Machine Learning course on Udemy.
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03_linear_v_log_plots.ipynb
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Statistics: Comparing Linear and Log-Scaled Plots
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This Python Jupyter notebook consists of my solution to an exercise from the Data Visualization section of Mike X. Cohen's Statistics & Machine Learning course on Udemy.
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04_trace_lineear.ipynb
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Linear Algebra: Is Trace a Linear Operator?
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This Python Jupyter notebook consists of my solution to an exercise from Mike X. Cohen's Linear Algebra course on Udemy.
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05_centr_tend_comparisons.ipynb
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Comparing MEAN vs. MEDIAN Relationships between Distributions with:
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Small vs. Large Outliers
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Small vs. Large Dataset Sizes
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This Python Jupyter notebook consists of my solution to an exercise from the Data Visualization section of Mike X. Cohen's Statistics & Machine Learning course on Udemy.
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06_3D_transform_matrix.ipynb
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3D Transformation Matrices in Matrix-Vector Multiplication: Pure Stretch vs. Rotate & Stretch vs. Pure Rotation.
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This Python Jupyter notebook consists of suggested extra work to supplement a lesson in 2D Transformation Matrices from Mike X. Cohen's Linear Algebra course on Udemy.
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07_geomtrans_matmult.ipynb
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Performing 3D Transformations via Matrix Multiplications: Generate a Circle and Experiment with Different Transformation Matrices.
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This Python Jupyter notebook consists of suggested extra work to supplement a matrix transformation multiplication coding challenge from Mike X. Cohen's Linear Algebra course on Udemy.
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08_poisson_pop_samp.ipynb
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Comparing Population vs. Sample Variance in Poisson Distrubutions.
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This analysis supplements a lesson from the Descriptive Statistics section of Mike X. Cohen's Statistics & Machine Learning course on Udemy.
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09_fourier_trans_mult.ipynb
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Matrix Multiplication: Fourier Transform.
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This Python Jupyter notebook consists of my solution to a math/coding challenge from Mike X. Cohen's Linear Algebra course on Udemy.
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My name: Andrew Blais
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My website & Python/JavaScript webDev portfolio: https://www.andrewblais.dev/
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Studying Software Engineering since 2022.
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Hoping to find a Junior-Programmer Position or Internship in the next year.
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Interested in working with others toward AI Alignment and Safety.
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Completed two comprehensive Python bootcamps
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Currently studying two JavaScript Web Development courses
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Also studying Linear Algebra, Statistics and Machine Learning through theory and Python implementation.
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Python:
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All the Python basics and intermediates, including OOP
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Full-Stack Development, specializing in Flask
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NumPy, SymPy, Matplotlib, Seaborn, Plotly, Jupyter Notebooks
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Data Science, matrix manipulation, mathematical calculation with Python
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LaTeX formatting and outputting formatted math equations programatically
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Currently working on Data Structures and Algorithms for general skill and coding interviews
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JavaScript:
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Full-Stack JavaScript Development
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Comfortable working with CSS and HTML
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Node.js and Express, ejs
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