A South Florida judge ordered a former Central Florida high school football coach to be held in the Broward County jail on a ...
Tech Xplore on MSN
Q&A: Could light-powered computers reduce AI's energy use?
A key problem facing artificial intelligence (AI) development is the vast amount of energy the technology requires, with some experts projecting AI datacenters to be responsible for over 13% of global ...
The team used an AI method known as equation discovery to develop a model to simulate the interactions between small eddies—circular, vortex-like currents—and large-scale ones. These interactions are ...
IFLScience on MSN
World’s oldest botanical art just revealed the world's earliest mathematical thinking
Ancient pots decorated with a dainty floral pattern may be hiding a much deeper secret: the origins of mathematical thought.
Since July 2025, we've seen a significant divergence in the available monthly estimates, which suggests something ...
The $12.6 million deficit in the 2024-2025 Montclair Public Schools budget may have gone up nearly $1 million due to grant funds being spent incorrectly.
AI systems are beginning to produce proof ideas that experts take seriously, even when final acceptance is still pending.
Print Join the Discussion View in the ACM Digital Library The mathematical reasoning performed by LLMs is fundamentally different from the rule-based symbolic methods in traditional formal reasoning.
Until now, it was believed that mathematical thinking only began once people gained the knowledge of numbers and writing. However, a new study reveals a potentially earlier origin of math hidden in 8, ...
Mathematics, like many other scientific endeavors, is increasingly using artificial intelligence. Of course, math is the backbone of AI, but mathematicians are also turning to these tools for tasks ...
We generally associate the origins of mathematical thinking with the emergence of writing, about five to six thousand years ago. However, a new study challenges this assumption looking at floral ...
These low-floor, high-ceiling problems support differentiation, challenging all students by encouraging flexible thinking and allowing for multiple solution paths.
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