# Kolmogorov Space

A *Kolmogorov space*, or a **$T_0$** space, is a topological space in which no two points can be limit points of each other.^{[1]} Of the topological spaces categorized under the most common separation axioms, Kolmogorov spaces are the least restrictive, being level $0$, and followed by $T_1$ spaces, also known as Fréchet spaces, after mathematician Maurice René Fréchet.$^{\text{[citation needed]}}$

## Further Reading

## See Also

## References

- ↑ Steen, Lynn Arthur, and J. Arthur Seebach. Counterexamples in Topology. New York: Dover Publications, 1995. pg. 11.