How two laser beams inside a liquid helium droplet help tell molecular twins apart – and why it matters for chemistry and biology.
It Doesn't Matter Who You Are: The Math of Betting Is the Same for Everyone
Finance & Economics
Research proves that when making reasonable bets on independent events, the choice of what to bet on depends solely on the ratio of odds, not on your personal risk tolerance.
Neural Networks Under Control: How Physics Teaches Algorithms to Behave Predictably
Electrical Engineering & System Sciences
Researchers have proposed a method for training neural networks for complex technical systems, where the model not only fits parameters to data but also guarantees stability.
The Ackermann Function: When Recursion Becomes a Labyrinth
Mathematics & Statistics
How a simple recursive formula gives rise to a hierarchy of explosive complexity – and why mathematicians want to harness it as a tool for data security.
Quantum Groups: How Algebra Learns to Take Itself Apart
Mathematics & Statistics
We explore how mathematicians investigate 'quantum' versions of symmetries and why any complex structure turns out to be assembled from simple, indivisible blocks.
Cartilage as a Living Battery: What Electrical Signals Reveal About Joint Health
Biology & Neuroscience
Scientists have learned to “listen” to the electrical signals inside articular cartilage – and this opens the door to early arthritis diagnosis long before pain appears.
exaCB: How to Teach a Supercomputer to Monitor Its Own 'Health'
Computer Science
How the exaCB continuous benchmarking system helps monitor the performance of dozens of scientific applications on the exascale supercomputer JUPITER.
How Nuclear Matter 'Freezes' Interactions: The Renormalization Group and the Logic of a Dense Medium
Physics & Space • Nuclear Physics
Why strong interactions become weak in a dense nuclear medium – and how this explains the half-century-old phenomenology of Skyrme forces through the language of modern field theory.
A Quantum Atom in a 'Noisy' Environment: How Physicists Teach Equations Not to Fall Apart
Physics & Space • Mathematical Physics
How mathematicians construct equations for real-world quantum systems, taking into account noise, loss, and interaction with the environment – not just the ideal 'vacuum' conditions of theory.