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John D. Pope's Projects

intellimerge-ui icon intellimerge-ui

The intuitive UI for IntelliMerge, where the developers can merge code and resolve conflicts.

interactive-fiction-editor icon interactive-fiction-editor

(unfinished) A tool to assist in the creation of dialog trees for interactive fiction (things lie Choose Your Own Adventure books or visual novels)

interactive-spectrogram-inpainting icon interactive-spectrogram-inpainting

Implementation of the framework described in the paper Spectrogram Inpainting for Interactive Generation of Instrument Sounds published at the 2020 Joint Conference on AI Music Creativity.

intercombatsystem icon intercombatsystem

Just some test code for doing combat between two objects on a map, taking into account how they're facing each other and other stats like defense etc. Intended to eventually make its way into interconnectgame.

interfacegan icon interfacegan

[CVPR 2020] Interpreting the Latent Space of GANs for Semantic Face Editing

interpose icon interpose

Automatically generate interposing C++ wrappers for C APIs

interview-skeleton icon interview-skeleton

Public sample code for a variety of languages for the API interview coding exercise

inverseproblem icon inverseproblem

This function inverts ill conditioned matrices using an iterative solution to the Tikhonov regularization problem. It takes three arguments: A, the matrix, l, lambda the contraint, and k, the number of iterations. In this iterative Tikhonov regularization model, also known as ridge regression, I introduce an iterative solution to the ill-posed linear inverse problem. My approach to the inverse problem can be viewed as a generalization of existing methods, where, in addition to the regularization parameter, I introduce a second regularization parameter as the number if iterations. This work is motivated by the fact that the least squares solution does not give a reasonable result when the data matrix is singular or ill-conditioned. Test cases show that the approach is either better or significantly better than existing L2 regularization methods.

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