Individual skill
geometry-and-topology
Use when targeting Geometry & Topology (Geom. Topol.) or deciding whether a geometry or topology manuscript fits this top-tier MSP journal. Encodes the journal's fit, framing, proof-and-rigor bar, house style, official-submission re-check, and desk-reject heuristics.
English-NaturalScience-Journal-Skills/skills/geometry-and-topology/SKILL.md
Source commit 932eb23331721b16e967c59f093781be1928b498
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- Last checked
- Nov 9, 2026
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- Repository last updated
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- License
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# Geometry & Topology (geometry-and-topology)
## Journal positioning
Geometry & Topology, published by Mathematical Sciences Publishers (MSP), is a top-tier journal for research in geometry and topology, broadly construed. Its defining character is depth and significance within these fields: it publishes major, fully rigorous contributions across differential, algebraic, symplectic, and geometric topology and geometry, low-dimensional topology, geometric group theory, gauge theory, and adjacent areas where geometric or topological ideas are central. It is community-run and highly regarded, and a paper is judged on the importance and correctness of its theorems and on the durability of the methods within geometry and topology, rather than on breadth across all of mathematics. Readership is the geometry-and-topology research community. This skill is a **fit / venue-selection / re-framing** tool. It does not replace the journal's current official submission guidelines or the editorial board's judgment. Before submitting, re-check the live author instructions on the Geometry & Topology / MSP site.
## When to trigger
- The author names Geometry & Topology as the target for a substantial, fully proved result in geometry or topology.
- A manuscript advances low-dimensional topology, geometric group theory, symplectic/contact geometry, gauge theory, or geometric analysis, and the author is choosing between Geometry & Topology and Inventiones Mathematicae or JAMS.
- A result is a major contribution within geometry and topology but may not have the cross-all-of-mathematics reach of an apex generalist venue.
- The author needs Geometry & Topology's expectations on full rigor, exposition, and submission norms before committing.
## Scope & topic fit