A Collection of Docker Images To Solve All Your Debugging Needs
Whether you’re debugging networking, databases, your application code, or anything else, these images will be all you need to get it doneContinue reading on Better Programming »
Read moreWhy Mobx Is No Longer Fashionable
Why MobX Is No Longer FashionableMobX was one of React’s most popular state management libraries, so why is it passé now?Photo by Fredy Jacob on UnsplashMobX was a popular state management library for React that allowed you to create observable and reactive data models. However, with the introduction of React Hooks, MobX
Read moreSwiftUI Layout — The Mystery of Size
SwiftUI Layout — The Mystery of SizeExplaining, understanding, and using SwiftUI’s many sizesPhoto by charlesdeluvio on UnsplashIn SwiftUI, the concept of size, which is extremely important in layout, has become somewhat mystifying. Setting sizes or obtaining sizes is not as intuitive as one would expect. This article will unveil the veil covering the SwiftUI size
Read moreJordan normal form: 1’s above or below diagonal?
Given a square complex matrix A, the Jordan normal form of A is a matrix J such that and J has a particular form. The eigenvalues of A are along the diagonal of J, and the elements above the diagonal are 0s or 1s. There’s a particular pattern to the
Read moreFine-Tuning GPT-3.5 RAG Pipeline with GPT-4 Training Data
NVIDIA SEC 10-K filing analysis before and after fine-tuningContinue reading on Better Programming »
Read moreUnit Tests Aren’t Tests, They’re Sensors
A good unit test doesn’t need to check whether the code works, just whether it’s changedContinue reading on Better Programming »
Read moreDesign Distributed Ledger System
When, why, and where to use it?Continue reading on Better Programming »
Read more9 Questions Great Bosses Ask Themselves
You need a system in place to measure yourself and actively monitor how you’re doingContinue reading on Better Programming »
Read moreEigenvectors of the DFT matrix
When is the discrete Fourier transform of a vector proportional to the original vector? And when that happens, what is the proportionality constant? In more formal language, what can we say about the eigenvectors and eigenvalues of the DFT matrix? Setup I mentioned in the previous post that Mathematica’s default
Read moreDFT conventions: NumPy vs Mathematica
Just as there are multiple conventions for defining the Fourier transform, there are multiple conventions for defining the discrete Fourier transform (DFT), better known as the fast Fourier transform (FFT). [1] This post will look at two DFT conventions, one used in Python’s NumPy library, and one used in Mathematica.
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