Hardy's paradox

In mathematics, a componentwise inequality is an expression of the form:

$x,y\in {\mathrm{\Re }}^{n}x⪯y⟺x_i\le y_i\mathrm{\forall }i=1,\dots ,n$

The vectors do not have to be real, they can be from any space in which the inequality relation is defined.

See also

• Pointwise#Pointwise_relations

References

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