Rational Cohomology Endomorphisms of Product of Sphere with Grassmannian and Coincidence Theory
Published:Dec 24, 2025 17:48
•1 min read
•ArXiv
Analysis
This article likely presents original research in algebraic topology, specifically focusing on the rational cohomology of a product space involving a sphere and a Grassmannian manifold. The title suggests the investigation of endomorphisms (structure-preserving maps) of the cohomology ring and their connection to coincidence theory, a branch of topology dealing with the intersection of maps.
Key Takeaways
Reference
“The article's content is highly technical and requires a strong background in algebraic topology.”