Question #41325
Let X be the set of all real-valued functions x on the interval [0,1],
and let x≦y mean that x(t) ≦y(t) for all t∈[0,1]. Show that this
defines a partial ordering. Is it a total ordering? Does X have maximal
elements?
and let x≦y mean that x(t) ≦y(t) for all t∈[0,1]. Show that this
defines a partial ordering. Is it a total ordering? Does X have maximal
elements?
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#339914 on Dec 2023
#339914 on Dec 2023
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