Complete resolution of the polynomial analogue of the Brocard–Ramanujan problem in mathematics

Physicists discovered connections between Ramanujan's formulae for pi and fundamental physics theories like conformal field theories. The formulas, developed in the early 20th century, yield efficient calculations for phenomena like turbulence and black holes.

The SIAM Conference on Applied Mathematics Education (ED26) aims to advance educational programs in applied mathematics. Key topics include innovation, practice, improvement, and faculty development.

Physicists have built a new type of digital-analogue quantum simulator that can study physical processes with unprecedented precision and flexibility. The simulator combines both digital and analogue operating modes, enabling it to be applied to various problems in solid-state physics, astrophysics, and more.

A novel variant of tissue-like P systems with polarizations is proposed to solve the SAT problem in polynomial time, achieving theoretical feasibility for precise rule control in specific applications.

A mathematician has discovered a new method to solve higher polynomial equations, avoiding classical radicals and infinite decimals. The approach uses novel number sequences connected to combinatorics and geometry, leading to a general solution for degree five polynomials.

Ziyu Yao is creating a language model-powered virtual mathematics classroom to support collaborative learning and promote more equitable education for middle school students from under-resourced communities. The platform aims to provide effective mathematics education and explore the opportunities and risks of Generative AI techniques.