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space complexity

Space complexity is a measure of the total amount of computer memory or storage an algorithm requires to run to completion as a function of the size of its input. It encompasses both the auxiliary space utilized for temporary variables, call stacks, and intermediate computations, as well as the space required to hold the input data. In computational complexity theory and algorithm analysis, space complexity is typically expressed using asymptotic notation, such as Big O notation, to characterize how memory demands scale as the input size grows. This metric helps determine the practical feasibility of an algorithm on hardware with constrained memory resources and provides a standard method for comparing the memory efficiency of different computational methods.

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