The Hertz Foundation is proud to recognize the 16 most recent graduates of the Hertz Fellowship in applied science, mathematics and engineering.

Harmonic raises third funding in 14 months from insiders Focus on AI's math and reasoning capabilities Plans to explore commercial use cases in software development Nov 25 (Reuters) - Harmonic, an ...

Friday marked the grand opening of the Placer Valley Soccer Complex, a project decades in the making and putting Roseville on the map to become a soccer destination. The 51-acre complex has 10 lighted ...

In his laboratory at the University of Poitiers in France, Abderrazak El Albani contemplates the rock glittering in his hands. To the untrained eye, the specimen resembles a piece of golden tortellini ...

When Hannah Cairo was 17 years old, she disproved the Mizohata-Takeuchi conjecture, a long-standing guess in the field of harmonic analysis about how waves behave on curved surfaces. The conjecture ...

On its surface, the Kakeya conjecture is a simple statement about rotating needles. But it underlies a wealth of mathematics. The Quanta Newsletter ...

Artificial intelligence for formal mathematical reasoning startup Harmonic AI Inc. announced today that it has raised $100 million in new funding on a nearly $900 million valuation to accelerate the ...

Harmonic AI, an artificial intelligence startup co-founded by Robinhood Markets Inc. Chief Executive Officer Vlad Tenev, has raised $100 million in funding to tackle a problem that has sometimes ...

Crusty, cold-bath-and-calisthenics-loving James Oliver perfected the “Oliver Chilled Plow” in 1868. Although the first metal plow had been made in 1837, Oliver’s chilled cast-iron model was such an ...

A new suggestion that complexity increases over time, not just in living organisms but in the nonliving world, promises to rewrite notions of time and evolution. In 1950 the Italian physicist Enrico ...

This post explains the key findings and algorithm of our 2023 SIGGRAPH paper “Winding Numbers on Discrete Surfaces” . What problem does this paper solve? For a given point on a surface, we would like ...