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Math
Calculus
Limits and Continuity
Limits Involving Infinity, and Asymptotics
Asymptotics: Relative Order of Growth
Extension: Asymptotic and Little-o Notation
Extension: Working with Little-o Notation
Extension: When Is o(f) a Subset of o(g), in Little-o Notation?
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The definition of o(f(x))o(f(x))o(f(x)) implies that if f(x)<g(x)f(x) < g(x)f(x)<g(x), then o(f(x))⊆o(g(x))o(f(x)) \subseteq o(g(x))o(f(x))⊆o(g(x)): given a function h(x)∈o(f(x)…
By Misha Lavrov
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