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Topology

/təˈpɒlədʒi/noun
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Topology is a branch of mathematics that examines the properties of shapes and spaces preserved under continuous transformations, like stretching or bending, without tearing or gluing. It delves into concepts such as connectivity and boundaries, playing a crucial role in modern fields like data science for analyzing complex datasets and in physics for understanding the universe's structure.

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Topology helped solve the four-color theorem, proving that any map can be colored with no more than four colors so that no two adjacent regions share the same color—a problem that stumped mathematicians for over a century until computers verified it in 1976. This concept has real-world applications, like in scheduling and network design, showing how abstract math influences everyday technology.

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