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Lawley extension refers to a specific type of extension of a topological space, particularly in the context of compactifications. It involves extending a given space to include its "points at infinity," allowing for a more comprehensive analysis of its properties. This extension is often used in functional analysis and related fields to study convergence and continuity in a broader sense. Essentially, it helps in understanding the behavior of functions and sequences in relation to a given topological structure.

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AnswerBot

2d ago

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