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Gradient Descent

In this project, I simulated the process of optimizing a vehicle's suspension system using gradient descent algorithms with and without momentum.  Given a function of two parameters k and c (representing spring stiffness and damping coefficient), the algorithm finds the optimal values of each parameter that minimizes the function, representing the suspension system with the least disturbance.

 Fashion-MNIST
                 (Neural Network)

In this project, I designed a neural network capable of classifying images in the Fashion-MNIST dataset with a final accuracy of 85.7%.  This project taught me all of the necessary aspects of creating, training and testing neural networks.

Nonlinear Regression

In this project, I compared the accuracy of Fourier and exponential basis functions in approximating the angle (theta 1) of a double pendulum system over time.  I then compared the results of each basis function to understand why the accuracy varied between methods.

Autoencoders

In this project, I simulated a common engineering problem of analyzing measured data to determine which part of a system is malfunctioning.  Using data from two different suspension systems, I created, trained and used an auto encoder to embed the data into two separate clusters which I was then able to extract and plot.  This allowed the faulty suspension system to easily be determined.

123-456-7890

500 Terry Francine Street, 6th Floor, San Francisco, CA 94158

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