Quantum researchers finally captured the field’s “holy grail,” showing real machines can beat classical computing ...

In the strange world of quantum computing, randomness isn’t just noise. It’s a powerful resource. Whether you’re designing ...

We introduce sparse polynomial zonotopes, a new set representation for formal verification of hybrid systems. Sparse polynomial zonotopes can represent nonconvex sets and are generalizations of ...

General graph neural networks (GNNs) implement convolution operations on graphs based on polynomial spectral filters. Existing filters with high-order polynomial approximations can detect more ...

Quantum computers have the potential to speed up computation, help design new medicines, break codes, and discover exotic new materials—but that's only when they are truly functional.

Quantum computing proves unconditional exponential speedup, paving the way for practical utility and investing opportunities.

Abstract algebra excursions. Contribute to ethan-dorta/react-polynomial-operations development by creating an account on GitHub.

Assorted math functions, including linear interpolation, list operations (sums, mean, products), convolution, quantization, log2, hyperbolic trig functions, random numbers, derivatives, polynomials, ...

Steven Brightfield, Chief Marketing Officer at BrainChip, about neuromorphic computing and its Akida spiking neural network ...

As quantum computing capabilities accelerate, a range of PQC solutions are being evaluated for strength, implementation ...

Before the trading day starts we bring you a digest of the key news and events that are likely to move markets. Today we look at: ...