Is it possible to tile a surface with a single shape in such a way that the pattern never repeats itself? In 2022, a mathematical solution to this 'Einstein problem' was discovered for the first time. Researchers have now also found a chemical solution: a molecule that arranges itself into complex, non-repeating patterns on a surface. The resulting aperiodic layer could even exhibit novel physical properties.
source https://www.sciencedaily.com/releases/2025/02/250213144446.htm
Researchers discover how to turn one germ's drug resistance into an
Achilles' heel
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Decades of reliance on the antibiotic rifampicin have fueled the rise of
drug-resistant Mycobacterium tuberculosis (Mtb). But as the bacterium
mutates to p...
8 hours ago
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