A new open-source OpenFOAM solver called TTMFoam simulates femtosecond laser ablation of metals using quantum-accurate, ...
A new hybrid quantum-classical operator splitting method solves nonlinear parabolic PDEs up to 100 dimensions with provably ...
On October 7, 2026, the Royal Swedish Academy of Sciences announced that the 2026 Nobel Prize in Chemistry would be awarded ...
OpenAI claimed in September that one of its models had solved a math problem worth one million dollars. The Sun spoke with ...
OpenAI’s trove of new math results doesn’t fully solve any of these highly prestigious open questions, but it seems to make ...
OpenAI's pursuit of mathematical greatness isn't so easily deterred.
A 100-year-old equation helps scientists build solar cells, develop biofuels and even study quantum computers.
Read about how mathematicians are dealing with the AI takeover of their field in our feature here. But with the dust still far from settled, a different controversy is emerging: Did OpenAI even solve ...
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OpenAI may have solved the Navier‑Stokes equation — but mathematics is more than $1 million trophy hunts
Silicon Valley may end mathematical trophy hunting by making sport of it. But the modern mathematical landscape is so much broader than that.
Rolando D. Somma of Google Quantum AI and colleagues have devised a quantum algorithm that efficiently solves the Sylvester equation, a fundamental linear matrix equation used in fields from control ...
We present sparse identification of nonlinear dynamics with shallow recurrent decoders (SINDy-SHRED), which jointly solves the sensing, model reduction and model identification problem with simple ...
Solving nonlinear differential equations represents a significant challenge for both classical and emerging quantum computers. Karla Baumann, Youcef Modheb, and Roman Randrianarisoa, alongside ...
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