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John D. Cook | Applied Mathematics Consulting
Tiny Jubjub elliptic curve
The Tiny Jubjub curve is an elliiptic curve designed to be similar to other Jubjub curves, but small enough for hand calculations.
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A Bird’s-Eye View of Linear Algebra: Why Is Matrix Multiplication Like That?
#Article #Math #Artificial_Intelligence #Data_Science #Deep_Dives #Linear_Algebra #Matrix_Multiplication
via Towards Data Science
#Article #Math #Artificial_Intelligence #Data_Science #Deep_Dives #Linear_Algebra #Matrix_Multiplication
via Towards Data Science
Telegraph
A Bird’s-Eye View of Linear Algebra: Why Is Matrix Multiplic…
Since the way we manipulate high-dimensional vectors is primarily matrix multiplication, it isn’t a stretch to say it is the bedrock of the modern AI revolution. The post A Bird’s-Eye View of Linear Algebra: Why Is Matrix Multiplication Like That? appeared…
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John D. Cook | Applied Mathematics Consulting
Weierstrass, Montgomery, and twisted Edwards elliptic curves
Converting elliptic curves between Weierstrass, Montgomery, and twisted Edwards form. Using Baby Jubjub and Tiny Jubjub as examples.
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John D. Cook | Applied Mathematics Consulting
Converting very long strings to integers in Python
Python integers can be arbitrarily long, but there are limits on the size of string that you can convert to an integer. How to get around this limit.
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John D. Cook | Applied Mathematics Consulting
Recovering a permuted seed phrase
If you remember the words in a seed phrase out of order, try permutations in order of their permutation distance from what you remember.
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John D. Cook | Applied Mathematics Consulting
When log(x) has the same digits as x
When does log x equal x with the decimal place moved? First we look at the problem for base 10, then for more general bases.
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Cracking the Density Code: Why MAF Flows Where KDE Stalls
#Article #Statistics #Data_Science #Deep_Dives #Dimensionality #Machine_Learning #Math
via Towards Data Science
#Article #Statistics #Data_Science #Deep_Dives #Dimensionality #Machine_Learning #Math
via Towards Data Science
Telegraph
Cracking the Density Code: Why MAF Flows Where KDE Stalls
Learn why autoregressive flows are the superior density estimation tool for high-dimensional data The post Cracking the Density Code: Why MAF Flows Where KDE Stalls appeared first on Towards Data Science. Generated by RSStT. The copyright belongs to the original…
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John D. Cook | Applied Mathematics Consulting
Intuition for Pick’s Theorem
Pick's theorem computes the area of a figure drawn on a grid by counting the number of grid points inside and on the perimeter, but the formula isn't obvious.
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Positional Embeddings in Transformers: A Math Guide to RoPE & ALiBi
#Article #Deep_Learning #Artificial_Intelligence #Deep_Dives #Machine_Learning #Math #Transformer
via Towards Data Science
#Article #Deep_Learning #Artificial_Intelligence #Deep_Dives #Machine_Learning #Math #Transformer
via Towards Data Science
Telegraph
Positional Embeddings in Transformers: A Math Guide to RoPE …
Learn APE, RoPE, and ALiBi positional embeddings for GPT — intuitions, math, PyTorch code, and experiments on TinyStories The post Positional Embeddings in Transformers: A Math Guide to RoPE & ALiBi appeared first on Towards Data Science. Generated by RSStT.…
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The Math You Need to Pan and Tilt 360° Images
#Article #Math #360_Photo #3d #Vision #Linear #Algebra #Programming #Python
via Towards Data Science
#Article #Math #360_Photo #3d #Vision #Linear #Algebra #Programming #Python
via Towards Data Science
Telegraph
The Math You Need to Pan and Tilt 360° Images
Panning a spherical image is just a horizontal roll, but tilting it vertically is much trickier. Let's see the math! The post The Math You Need to Pan and Tilt 360° Images appeared first on Towards Data Science. Generated by RSStT. The copyright belongs to…
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John D. Cook | Applied Mathematics Consulting
Riemann's differential equation a P-symbol, P for Papperitz
Riemann's P-symbol is an intriguing/intimidating piece of notation. It denotes a solution to a very important class of differential equations.