Quanta
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![[:es]How Two Became One: Origins of a Mysterious Symbiosis Found[:]](https://katedra.eus/app/uploads/2020/09/Ant-Queen-Eggs_2880_Lede-scaled.jpg)
[:es]How Two Became One: Origins of a Mysterious Symbiosis Found[:]
[:es]Carpenter ants need endosymbiotic bacteria to guide the early development of their embryos. New work has reconstructed how this deep partnership evolved.[:]
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![[:es]A New Cosmic Tension: The Universe Might Be Too Thin[:]](https://katedra.eus/app/uploads/2020/09/Cosmic_Shear_2880x1620_Lede-scaled.jpg)
[:es]A New Cosmic Tension: The Universe Might Be Too Thin[:]
[:es]Cosmologists have concluded that the universe doesn’t appear to clump as much as it should. Could both of cosmology’s big puzzles share a single fix?[:]
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![[:es]By Losing Genes, Life Often Evolved More Complexity[:]](https://katedra.eus/app/uploads/2020/09/Missing-Genes_2880x1620_Lede-scaled.jpg)
[:es]By Losing Genes, Life Often Evolved More Complexity[:]
[:es]Recent major surveys show that reductions in genomic complexity — including the loss of key genes — have successfully shaped the evolution of life throughout history.[:]
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![[:es]An Unexpected Twist Lights Up the Secrets of Turbulence[:]](https://katedra.eus/app/uploads/2020/09/Vortices_2880_Lede-scaled.jpg)
[:es]An Unexpected Twist Lights Up the Secrets of Turbulence[:]
[:es]Having solved a central mystery about the “twirliness” of tornadoes and other types of vortices, William Irvine has set his sights on turbulence, the white whale of classical physics.[:]
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![[:es]Mathematicians Report New Discovery About the Dodecahedron[:]](https://katedra.eus/app/uploads/2020/09/Dodecahedron_2880x1620_Lede-scaled.jpg)
[:es]Mathematicians Report New Discovery About the Dodecahedron[:]
[:es]Three mathematicians have resolved a fundamental question about straight paths on the 12-sided Platonic solid.[:]
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![[:es]How Close Are Computers to Automating Mathematical Reasoning?[:]](https://katedra.eus/app/uploads/2020/08/Computer-Proof-Race_2880_Lede-scaled.jpg)
[:es]How Close Are Computers to Automating Mathematical Reasoning?[:]
[:es]AI tools are shaping next-generation theorem provers, and with them the relationship between math and machine.[:]
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![[:es]How Physics Found a Geometric Structure for Math to Play With[:]](https://katedra.eus/app/uploads/2020/07/Symplectic-Sphere_2880_Lede_v01-scaled.jpg)
[:es]How Physics Found a Geometric Structure for Math to Play With[:]
[:es]Symplectic geometry is a relatively new field with implications for much of modern mathematics. Here’s what it’s all about.[:]
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![[:es]Mathematicians Will Never Stop Proving the Prime Number Theorem[:]](https://katedra.eus/app/uploads/2020/07/Prime_Numbers_2880x1620_Lede-scaled.jpg)
[:es]Mathematicians Will Never Stop Proving the Prime Number Theorem[:]
[:es]Why do mathematicians enjoy proving the same results in different ways?[:]
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![[:es]How the Bits of Quantum Gravity Can Buzz[:]](https://katedra.eus/app/uploads/2020/07/Graviton_2880x1600_Lede-scaled.jpg)
[:es]How the Bits of Quantum Gravity Can Buzz[:]
[:es]New calculations show how hypothetical particles called gravitons would give rise to a special kind of noise. [:]
