Neuromorphic computers modeled after the human brain can now solve the complex equations behind physics simulations — something once thought possible only with energy-hungry supercomputers. The ...
A marriage of formal methods and LLMs seeks to harness the strengths of both.
Candidates who cleared GATE shared how they balanced theory with problem-solving, stayed disciplined, set achievable daily ...
During my visits to several schools in villages and nearby semi-urban areas, I encountered a troubling contradiction at the heart of science and mathematics education. These subjects—meant to explain ...
For many individuals, growing uncomfortable with mathematics often starts in early childhood when they receive a worksheet with numbers on it. At this point in life, there may be feelings of panic, ...
The original version of this story appeared in Quanta Magazine. All of modern mathematics is built on the foundation of set theory, the study of how to organize abstract collections of objects. But in ...
ABC News’ Linsey Davis spoke with Davidson College professor Tim Chartier who says you're 20,000 times more likely to get hit by lightning than win Wednesday’s $1.7B Powerball jackpot. Powerball ...
The decision Dr. John Nichols made recently to endow awards for students in math, computer science and statistics at Maryville College was influenced more by a dean’s introduction in orientation class ...
Mathematicians have finally pinned down the ninth Dedekind number, a 42 digit integer that had been taunting them since 1991. It counts a very specific kind of logical rule, and getting that count ...
In a world run by computers, there is one algorithm that stands above all the rest. It powers search engines, encrypts your data, guides rockets, runs simulations, and makes the modern digital ...
At M.I.T., a new program called “artificial intelligence and decision-making” is now the second-most-popular undergraduate major. By Natasha Singer Natasha Singer covers computer science and A.I.
All of modern mathematics is built on the foundation of set theory, the study of how to organize abstract collections of objects. But in general, research mathematicians don’t need to think about it ...
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