Path (topology)
= Path (topology)
{wiki=Path_(topology)}
In topology, a **path** is a concept that describes a continuous function from the closed interval \\(\[0, 1\]\\) into a topological space \\(X\\). More formally, a path can be defined as follows: A function \\(f: \[0, 1\] \\to X\\) is called a path in \\(X\\) if it satisfies the following conditions: 1. **Continuity**: The function \\(f\\) is continuous.