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Related Articles from SNS
A mathematical framework for dynamic emergent constraints in climate science
Announce Type: new Abstract: Emergent constraints in climate science are empirical relations that link the response to a forcing of a physical observable to the properties of other observables, with the aim of reducing climate change projection uncertainties. Here we use recent results in linear response theory to develop a mathematical framework for dynamic emergent constraints, a class of emergent constraints linking the response of different observables to the same forcing. We show how...
Preparing future math teachers to teach data science
When Eric Weber, professor and chair of mathematics at Iowa State University, talks about data science with future math teachers, he doesn't begin with code, algorithms, or buzzwords. Instead, he asks them to imagine the scientific method—form a hypothesis, collect data, conduct experiments—running in reverse.
Benchmarks in Leipzig
Mathematics > History and Overview [Submitted on 4 Jun 2026] Title:Benchmarks in Leipzig View PDF HTML (experimental)Abstract:Between April 1 and May 15, 2026, a group of 49 mathematicians compiled a dataset of research-level mathematics questions with known answers. Most of the work was done during the 3-day workshop *Benchmarks in Leipzig* with 35 participants at the Max Planck Institute for Mathematics in the Sciences in Leipzig, Germany.
Alternative Inductive Proof of Dilworth's Theorem
Computer Science > Discrete Mathematics [Submitted on 31 May 2026] Title:Alternative Inductive Proof of Dilworth's Theorem View PDF HTML (experimental)Abstract:Several elegant inductive proofs of Dilworth's theorem can be found in the literature. In this note, I present another inductive proof with an algorithmic flavor based on a merging lemma.
Terry Winters review – flashes of magic in patterns science has yet to explain
Modern Art, LondonThe mathematically named new works of Along the River are disorienting, illusive and seem to offer a flash of the secret sequences that underpin the physical worldWhy do we find things beautiful? More precisely, why do some paintings of coloured dots in rippling patterns inspire in me something like revelation? The idea that beauty is the feeling you get when encountering truth is unfashionable in the arts, but lingers in the sciences.
Terry Winters review – flashes of magic in patterns science has yet to explain
Modern Art, LondonThe mathematically named new works of Along the River are disorienting, illusive and seem to offer a flash of the secret sequences that underpin the physical worldWhy do we find things beautiful? More precisely, why do some paintings of coloured dots in rippling patterns inspire in me something like revelation? The idea that beauty is the feeling you get when encountering truth is unfashionable in the arts, but lingers in the sciences.
Benchmarks in Leipzig
arXiv:2606.05818v1 Announce Type: cross Abstract: Between April 1 and May 15, 2026, a group of 49 mathematicians compiled a dataset of research-level mathematics questions with known answers. Most of the work was done during the 3-day workshop *Benchmarks in Leipzig* with 35 participants at the Max Planck Institute for Mathematics in the Sciences in Leipzig, Germany. We present the resulting collection of 100 questions.
California professor argues need for 'objective measures' after state drops ACT/SAT requirement
A growing consortium of University of California professors is urging the state university system to bring back standardized testing, warning that the elimination of admissions tests has degraded academic readiness and forced instructors to teach "middle school math" to college undergraduates. More than 1,400 UC faculty members have signed an open letter calling on leadership to reinstate the SAT and ACT mathematics requirements for Science, Technology, Engineering, and Math (STEM) majors....