Prof. Peter Shor has been named one of the winners of the 2023 Breakthrough Prize in Fundamental Physics, reports Nature. “Shor’s most renowned contribution is the development of quantum algorithms for prime number factorization,” writes Nature.
During his senior year of high school, MIT first-year student Daniel Larsen successfully proved a key theorem about Carmichael numbers, entities that mimic prime numbers, writes Jordana Cepelewicz for Quanta Magazine. “His proof is really quite advanced,” says Dartmouth Prof. Carl Pomerance. “It would be a paper that any mathematician would be really proud to have written.”
Prof. Peter Shor and three other researchers have won the Breakthrough Prize in Fundamental Physics for their work in the field of quantum information, reports Martin Finucane for The Boston Globe. Shor “invented the first quantum computer algorithm that was clearly useful. Shor’s algorithm can find the factors of large numbers exponentially faster than is thought to be possible for any classical algorithm,” the Breakthrough Foundation noted in its citation.
The Breakthrough Prize Foundation has named Prof. Peter Shor one of the four winners for the Breakthrough Prize in Fundamental Physics for his work in the field of quantum information, reports Michael T. Nietzel for Forbes. “The laureates honored today embody the remarkable power of fundamental science,” says Yuri Milner, one of the prize founders. “Both to reveal deep truths about the Universe, and to improve human lives.”
Prof. Peter Shor, an expert in quantum algorithms, has been named one of four recipients for the Breakthrough Prize in Fundamental Physics, reports Ian Sample for The Guardian.
Prof. Peter Shor has been named one of four honorees for this year’s Breakthrough Prize in Fundamental Physics for his contributions to the field of quantum information, reports Daniel Garisto for Scientific American. All of Shor’s work, “led to new views of quantum mechanics and computing,” writes Garisto.
Prof. Peter Shor is one of four winners for this year’s Breakthrough Prize in Fundamental Physics, reports Zeeya Merali for Nature. Merali writes that Shor’s research “laid the groundwork for the development of ultra-secure communications and computers that might one day outperform standard machines at some tasks.”
Prof. Jörn Dunkel and his colleagues have proposed the use of nematic liquid crystals as the potential future basic building blocks for computers, reports Karmela Padavic-Callaghan for New Scientist. According to Dunkel, “because the liquid crystal computer wouldn’t use only 0s and 1s, some of its computations would be analogous to how quantum computers work, as they can simultaneously process more information than conventional computers,” writes Padavic-Callaghan.
MIT scientists have used custom software and maple plywood to create “The Cosmic Cliffs Infinite Galaxy Puzzle” based on the newfound images from the James Webb Space Telescope, reports Elissaveta M. Brandon for Fast Company. The 264-count puzzle contains “squiggly pieces that can be reconfigured in endless ways” writes Brandon.
Graduate students Mehtaab Sawhney and Ashwin Sah were among the four mathematicians to demonstrate “it’s always possible to build such a hypergraph as long as you have enough nodes,” a 50-year-old proof first proposed by Paul Erdős, reports Leila Sloman for Quanta Magazine.
Prof. Nikta Fakhri and her colleagues have placed hundreds of starfish embryos into salt-water tanks where they arrange themselves into honeycomb-like patterns at the water’s surface, reports Karmela Padavic-Callaghan for New Scientist. “These structures, which had never been seen before, may form because of the embryos’ swimming style and body shape,” explains Padavic-Callaghan.
MIT researchers have solved a geometry problem that explores how to divide n-dimensional spaces into theoretically equal “slices," reports Juandre for Popular Mechanics. “I can tell you at the beginning, we were a little bit stuck. We made some partial progress, but I guess by hitting those roadblocks we just learned a lot about what we needed at the end,” explains Zilian Jiang, a former Applied Mathematics Instructor at MIT. “That was [a] great experience, because at least for me personally, I feel like doing research is also about the experience.”
New research by Professor Erik Demaine, lecturer Zachary Abel, robotics engineer Martin Demaine and their colleagues explores whether it is possible to “take any polyhedral (or flat-sided) shape that’s finite (like a cube, rather than a sphere or the endless plane) and fold it flat using creases," writes Rachel Crowell for Quanta Magazine. “By moving finite to infinite ‘conceptual’ slices, they created a procedure that, taken to its mathematical extreme, produced the flattened object they were looking for,” Crowell explains.
In an article for The New York Times exploring whether humans are the only species able to comprehend geometry, Siobhan Roberts spotlights Prof. Josh Tenenbaum’s approach to exploring how humans can extract so much information from minimal data, time, and energy. “Instead of being inspired by simple mathematical ideas of what a neuron does, it’s inspired by simple mathematical ideas of what thinking is,” says Tenenbaum.
Forbes contributor David Bressan writes that a new study by MIT researchers proposes that oxygen began accumulating in early Earth’s atmosphere due to interactions between marine microbes and minerals in ocean sediments. The researchers hypothesize that “these interactions helped prevent oxygen from being consumed, setting off a self-amplifying process where more and more oxygen was made available to accumulate in the atmosphere,” writes Bressan.