= Rational sequence topology
{wiki=Rational_sequence_topology}
Rational sequence topology is a type of topology that can be defined on the set of rational numbers, and it provides a way to study properties of rational numbers using a topological framework. This topology is notably used in mathematical analysis and can be insightful for understanding convergence, continuity, and compactness in contexts where the standard topology on the rationals (induced by the Euclidean topology on the real numbers) may not be ideal.
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