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Uniform Continuity Theorem
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Revision as of 21:02, July 13, 2016
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clean up & uniformity
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The '''Uniform Continuity Theorem''' states:
The '''Uniform Continuity Theorem''' states:
<blockquote>
<blockquote>
−
If ''f'' is a [[continuous]] function, and the domain of ''f'' is a [[compact space]], then ''f'' is [[
uniform_continuity
|uniformly continuous]]
+
If ''f'' is a [[continuous]] function, and the domain of ''f'' is a [[compact space]], then ''f'' is [[
uniform continuity
|uniformly continuous]]
</blockquote>
</blockquote>
−
[[
category
:
topology
]]
+
[[
Category
:
Topology
]]
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