MIT researchers have developed a technique to help predict the thickness of a round shell, reports Alexandra Ossola for Popular Science. The findings “could help researchers create shells with a predictable thickness and a uniform consistency at an industrial scale. That’s useful for a range of products, including pills and aerodynamic vehicles.”
Prof. Frank Wilczek writes for The Wall Street Journal that integrating logic puzzles and games into math lessons could make math a more accessible subject. “We know that people like games of chance and gambling,” writes Wilczek. “These lead naturally into adventures in probability and statistics.”
Jonathan Webb reports for BBC News that MIT researchers have developed a “molten glass sewing machine.” "It does exactly what a sewing machine does," explains applied mathematics instructor Pierre-Thomas Brun. "You go from a thread, to patterns which are tied to each other like stitching patterns - but this time they're made out of glass."
Popular Science reporter Alexandra Ossola writes that MIT researchers are examining how drops of fluid from a sneeze travel. Ossola explains that gaining a “better understanding of these drops form and spread could help researchers and engineers stop the spread of disease, especially in enclosed spaces."
Erica Klarreich writes for Quanta Magazine about how researchers have solved a 50-year-old math problem posed by MIT Prof. Emeritus Isadore Singer and his colleague Prof. Richard Kadison. The Kadison-Singer problem asked “how much it is possible to learn about a 'state' of a quantum system if you have complete information about that state in a special subsystem.”
MIT researchers have examined how droplets are formed in high-propulsion sneeze clouds, according to CBS Boston. “Droplets are not all already formed and neatly distributed in size at the exit of the mouth, as previously assumed in the literature,” explains Prof. Lydia Bourouiba.
Prof. Lydia Bourouiba has modeled how droplets are formed after a person sneezes, reports Jonathan Webb for BBC News. “The process is important to understand because it determines the various sizes of the final droplets - a critical factor in how a sneeze spreads germs,” writes Webb.
MIT researchers have found that the high-velocity cloud created by the average human sneeze can contaminate a room in minutes, writes Robert Preidt for U.S. News & World Report. Sneeze droplets "undergo a complex cascading breakup that continues after they leave the lungs, pass over the lips and churn through the air," explains Prof. Lydia Bourouiba.
Writing for The Boston Globe, Nancy Shohet West highlights Prof. Erik Demaine and Martin Demaine’s paper sculptures, which are on display at the Concord Center for the Visual Arts. “We started getting interested a number of years ago in curve creases and what was possible mathematically,” explains Prof. Demaine. “We started making models and then turned those into sculpture.”
MIT researchers have devised a technique for desalinating water, reports Nina Godlewski for Boston.com. “The process, called shock electrodialysis, filters water through a material made of small glass particles,” writes Godlewski. “When an electric current is introduced to the system, the water divides into areas of high or low salt concentration.”
Boston Globe reporter Felicia Gans writes that a number of MIT researchers have been honored “by the Breakthrough Prize organization, which honors scientists worldwide for their pioneering research.”
Tina Casey reports for Popular Science that several MIT researchers have been honored with Breakthrough Prizes. Casey writes that Prof. Edward Boyden was honored for his work creating optogenetics, Prof. Joseph Formaggio and his team were honored for their research on neutrinos, and Profs. Larry Guth and Liang Fu won New Horizons Prizes.
Prof. Tomasz Mrowka, head of the Department of Mathematics, speaks with U.S. News & World Report’s Delece Smith-Barrow about options for graduate students participating in MIT’s mathematics program. "We span the gamut of what happens in mathematics," says Mrowka.
Nobel laureate John Nash, who taught at MIT from 1951 until 1959, died Saturday at age 86, writes Erica Goode for The New York Times. “John’s remarkable achievements inspired generations of mathematicians, economists and scientists,” says Christopher L. Eisgruber, the president of Princeton.
Sarah Lewin writes for Wired about research by Professor Pedro Reis and a team of MIT mathematicians on the formation of wrinkles in materials. “What’s beautiful about this work is the collaboration between experimentalists and theorists,” says Reis. “We challenged them with results we didn’t understand, and they went somewhere new.”