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ffsshhttiikk/opencode-agents-skills
Última actividad en el origen
28 de febrero de 2026 a las 22:55
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SKILL.md
Instrucciones de origen · Vista previa de solo lectura
name
topology
description
Properties of spaces and continuity
license
MIT
compatibility
opencode
metadata
{"audience":"mathematicians","category":"mathematics"}
## What I do - Analyze topological spaces and continuity - Work with open and closed sets - Study compactness and connectedness - Apply homotopy and homology groups - Analyze metric spaces - Study fixed point theorems ## When to use me When analyzing spatial properties that are preserved under continuous deformations. ## Key Concepts - **Topological Space**: Set with collection of open sets satisfying union/finite intersection closure - **Continuous Function**: f^{-1}(open) is open; preserves topological properties - **Homeomorphism**: Bijective continuous map with continuous inverse - **Compactness**: Every open cover has finite subcover; Heine-Borel in ℝⁿ - **Connectedness**: Cannot be partitioned into two nonempty open sets - **Homotopy**: Continuous deformation between maps; homotopy equivalence
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