A marriage of formal methods and LLMs seeks to harness the strengths of both.

These low-floor, high-ceiling problems support differentiation, challenging all students by encouraging flexible thinking and allowing for multiple solution paths.

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 ...

AI became powerful because of interacting mechanisms: neural networks, backpropagation and reinforcement learning, attention, training on databases, and special computer chips.

OpenAI’s unreleased model solved five of 10 unpublished research-level math problems and proposed a breakthrough physics formula, signaling a new era for AI in science.

The field of artificial intelligence has reached a point where simply adding more data or increasing the size of a model is not the best way to make it more intelligent. For the past few years, we ...

In his latest exhibition 'Matematika' at Harta Space, Faizal explores songket motifs through wood, steel sculptures and paintings with a geometric focus. Photo: The Star/M. Irsyad If you could scan a ...

You will be redirected to our submission process. Instruction is a central lever for promoting student learning in mathematics. Broadly construed, instruction encompasses teachers’ pedagogical moves ...

Step-by-step reasoning with configurable analysis questions Real-time streaming responses with thinking process visualization Web search integration for fact-based answers Request classification ...