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# Abstractions blog

## Latest Articles

### Electric Fish Genomes Reveal How Evolution Repeats Itself

By studying how electric organs arose in different lineages of fish, scientists gain new insights into a long-standing question of evolutionary biology.

### A Numerical Mystery From the 19th Century Finally Gets Solved

Two mathematicians have proven Patterson’s conjecture, which was designed to explain a strange pattern in sums involving prime numbers.

### How the Physics of Nothing Underlies Everything

The key to understanding the origin and fate of the universe may be a more complete understanding of the vacuum.

### At Long Last, Mathematical Proof That Black Holes Are Stable

The solutions to Einstein’s equations that describe a spinning black hole won’t blow up, even when poked or prodded.

### Particle Physicists Puzzle Over a New Duality

A hidden link has been found between two seemingly unrelated particle collision outcomes. It’s the latest example of a mysterious web of mathematical connections between disparate theories of physics.

### Hidden Chaos Found to Lurk in Ecosystems

New research finds that chaos plays a bigger role in population dynamics than decades of ecological data seemed to suggest.

### Two Weeks In, the Webb Space Telescope Is Reshaping Astronomy

In the days after the mega-telescope started delivering data, astronomers reported new discoveries about galaxies, stars, exoplanets and even Jupiter.

### Computer Science Proof Unveils Unexpected Form of Entanglement

Three computer scientists have posted a proof of the NLTS conjecture, showing that systems of entangled particles can remain difficult to analyze even away from extremes.

### Hypergraphs Reveal Solution to 50-Year-Old Problem

In 1973, Paul Erdős asked if it was possible to assemble sets of “triples” — three points on a graph — so that they abide by two seemingly incompatible rules. A new proof shows it can always be done.