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dev.to > mariusz_majcher_78c9bfecb > beyond-the-tesseract-visualizing-multidimensional-space-with-recursive-nested-cones-52ob

Beyond the Tesseract: Visualizing Multidimensional Space with Recursive Nested Cones.

2+ week, 4+ day ago   (459+ words) Have you ever tried to visualize 5 dimensions? Usually, you get shown a tesseract'a 4-dimensional hypercube spinning inside another cube. It's mathematically accurate, but visually? It often looks like a tangled mess of wireframes. And once you try to go to…...

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dev.to > olabamipetaiwo > a-practical-guide-to-classifying-non-linear-datasets-with-pytorch-4he1

A Practical Guide to Classifying Non-Linear Datasets with Pytorch

A Practical Guide to Classifying Non-Linear Datasets with Pytorch3+ week, 3+ day ago   (700+ words) This article details the implementation of non-linear classification models from a foundational standpoint. It is based on technical coursework from the PyTorch for Deep Learning Bootcamp. A common misconception is that deeper networks(two or more hidden layers) automatically solve…...

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dev.to > xcontcom > perfect-shuffle-the-strange-fractals-hidden-in-a-simple-algorithm-4lfa

Perfect Shuffle: The Strange Fractals Hidden in a Simple Algorithm

Perfect Shuffle: The Strange Fractals Hidden in a Simple Algorithm1+ mon, 4+ day ago   (942+ words) I have always been fascinated by elementary algorithms that create complex patterns. There is something fundamentally intriguing about such algorithms. One such algorithm is the Perfect Shuffle. Let's explore its unusual properties and create some striking fractals using this algorithm....

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dev.to > arvind_sundararajan > neural-networks-cracking-the-geometric-code-to-ai-297l

Neural Networks: Cracking the Geometric Code to AI

Neural Networks: Cracking the Geometric Code to AI1+ mon, 2+ week ago   (812+ words) Neural Networks: Cracking the Geometric Code to AI Tired of treating neural networks like black boxes? Ever wonder what elegant mathematical principles might actually govern their seemingly magical ability to learn? Let's ditch the opacity and dive into the fascinating…...

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dev.to > arvind_sundararajan > unlocking-ais-universal-secrets-do-neural-networks-think-in-fractals-1o2i

Unlocking AI's Universal Secrets: Do Neural Networks Think in Fractals?

Unlocking AI's Universal Secrets: Do Neural Networks Think in Fractals?1+ mon, 2+ week ago   (717+ words) Unlocking AI's Universal Secrets: Do Neural Networks Think in Fractals? Imagine training an AI to recognize cats. It excels with close-up photos, but fails miserably when shown a distant, pixelated feline. This exposes a fundamental challenge: how can we build…...

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dev.to > xcontcom > billiard-fractals-the-infinite-patterns-hidden-in-a-rectangle-282l

Billiard Fractals: The Infinite Patterns Hidden in a Rectangle

Billiard Fractals: The Infinite Patterns Hidden in a Rectangle1+ mon, 2+ week ago   (1718+ words) Complex systems often appear chaotic or incomprehensible, yet closer examination reveals that such complexity can frequently be reduced to a simple underlying mechanism. By systematically removing layers of emergent behavior, one can uncover a fundamental rule or equation from which…...

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dev.to > kichuman28 > a-universe-of-triangles-3f9n

A Universe of Triangles.

A Universe of Triangles.1+ mon, 4+ week ago   (709+ words) So, this article is going to be the first of a 5 part series where I break down each video of the playlist, my iteration of trying to break it down simply as John Chapman did for me. Just a heads…...

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dev.to > frank_vega_98/76/89489099bf > using-nested-squares-and-semiprime-areas-weve-computationally-verified-that-every-even-integer-3373

Using nested squares and semiprime areas, we've computationally verified that every even integer 8 is the sum of two distinct primes. The geometric equivalence reveals why this ancient number theory problem holds true.

Using nested squares and semiprime areas, we've computationally verified that every even integer 8 is the sum of two distinct primes. The geometric equivalence reveals why this ancient number theory problem holds true.2+ mon, 1+ week ago   (56+ words) [frank_vega_987689489099bf] Experimental Results on Goldbach's Conjecture Frank Vega " Nov 8 #python #programming #science #learning Templates let you quickly answer FAQs or store snippets for re-use. Are you sure you want to hide this comment? It will become hidden in your post, but…...

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dev.to > shahrouzlogs > day-10-embracing-simplicity-with-circle-area-calculations-3k2l

Day 10: Embracing Simplicity with Circle Area Calculations

Day 10: Embracing Simplicity with Circle Area Calculations2+ mon, 3+ week ago   (428+ words) What I loved about this was its purity, input a radius, get an area. No fuss, no complexity. Yet, it's a gateway to appreciating how Python's built-in tools, like math.pi, make mathematical programming accessible. It also sparked curiosity about…...

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dev.to > pang_f5cf497c3162295c7a8 > how-to-find-the-center-of-a-rotated-rectangle-2lc8

How to Find the Center of a Rotated Rectangle

How to Find the Center of a Rotated Rectangle5+ mon, 1+ week ago   (183+ words) So you're given this weird case: You know the top-left corner (x, y) of a rotated rectangle, along with its width w, height h, and rotation angle rotation. The question is: how do you find the center of that rotated rectangle?...

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