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Anthony Berg
2025-03-06 14:14:34 +01:00
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content/Definitions/Measure Theory/Sigma-Algebra/Borel Sets.md
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# Definition
The $\sigma$-algebra generated by the [[Open Sets|open sets]] in a [[Topological Space|topological space]] $X$ is the $\sigma$-algebra of **Borel Sets** of $X$.
The $\sigma$[[Sigma-Algebra|-algebra]] generated by the [[Open Sets|open sets]] in a [[Topological Space|topological space]] $X$ is the $\sigma$[[Sigma-Algebra|-algebra]] of **Borel Sets** of $X$.

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content/Definitions/Measure Theory/Sigma-Algebra/Borel Sigma-Algebra.md
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**Borel $\sigma$-algebra** on a [[Topological Space|topological space]] $X$ is the one generated by $\tau$.
# Definition
**Borel $\sigma$-algebra** on a [[Topological Space|topological space]] $X$ is the one generated by the [[Open Sets|open sets]] $\tau$.