Menu

#Polynomial

4 posts

Feed·
3 of 4 posts
Building Faster Cryptography with Carryless Multiplication in NVIDIA CUDA 13.3
🖼️
0Read More

Building Faster Cryptography with Carryless Multiplication in NVIDIA CUDA 13.3

NVIDIA Technical Blog·Michelle Horton·17 days ago
#TEIEsxdC

For over fifteen years, x86 CPUs have shipped with a dedicated hardware instruction for carryless multiplication. It’s a small but stubborn primitive that sits…

15s
0Read More

Fast Polynomial Evaluation — chain compiler

thomasahle.com·2 months ago
#FPBkp2Ht

Evaluate a degree-n polynomial with about n/2 multiplications. Type a polynomial, pick ℚ, ℝ, ℂ, a Mersenne prime or a binary field, and get the preprocessed evaluation chain as math, C code or a circuit — everything runs in your browser.

15s
A digestion of the Jacobian conjecture counterexample
🖼️
0Read More

A digestion of the Jacobian conjecture counterexample

Hacker News·4 months ago
#tPYGn9Xr
#terrytao#polynomial#three#affine#thus

The notorious Jacobian conjecture can be formulated concretely over the complex numbers as follows. Conjecture 1 (Jacobian Conjecture) Let $latex {F:{\bf C}^n \rightarrow {\bf C}^n}&fg=000000$ …

15s