Current Issue
Welcome to the current issue of the Notices of the American Mathematical Society. With support from AMS membership, we are pleased to share the journal with the global mathematical community.
A Tour of Noncommutative Spectral Theories
This paper is a brief survey of various noncommutative generalizations of the spectrum, concluding with a short discussion of future prospects for noncommutative spectrum functors.
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Toward a Long-Range Theory of Capillarity
We recall the classical theory of capillarity, describing the shape of a liquid droplet in a container, and present a recent approach which aims at accounting for long-range particle interactions.
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What is... Treewidth?
The treewidth of a graph, a positive integer defined using a tree of sets of vertices, is central to graph structure theory and the parametrized complexity of algorithms.
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Invitations from the AMS
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- Analysis I, Fourth Edition
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- Linear Algebra: A Problem-Centered Approach
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Career
Information and suggestions for graduate students, job seekers, career mathematicians of all types, and mentors.
Education
Articles exploring and illuminating the vital role of education in the mathematical sciences.
Other Articles of Note
A diverse collection of timely and insightful articles.
- A Conversation with 2024 Bertrand Russell Prize Winner Susan Landau
- Anatomy of a Formal Proof
- Axiomatics and Abstraction in the Mid-20th Century
- Bookshelf
- Correction to “Seven Characteristics of Successful Calculus Programs,” February 2015 Notices, pp. 144–146
- Editorial
- How Do Physicists Publish Papers? The Case of Physical Review E
- Interview with Ravi Vakil
- Judith Sally (March 23, 1937–January 28, 2024)
- Real Numerical Algebraic Geometry
- The Curious Nature of Science Communication: My Summer at Scientific American
The Latest
Resources connecting you with developments in the world of mathematics.
From the Secretary
Official communications from AMS leadership to members and the larger mathematical community.
Topical Columns
Regularly published articles that focus on specific subjects or themes within the broader scope of the profession.