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It is straightforward to show that properties 1 and 3 of a norm hold (see §5.8.2).
It is straightforward to show that there cannot be a truthful and revenue-maximizing deterministic auction mechanism with value bidders and general valuations.
It is straightforward to show that this ideal form of interpolation is what we call bandlimited interpolation, as discussed further in Appendix D and in Book IV of this series.
It's straightforward to show that if the the constant were any larger, matter would not form into galaxies and stars meaning that life could not form, at least not in the form we know it,.
It is straightforward to show that (12).
Together with (23), it is straightforward to show that (31).
Letting and using again, it is straightforward to show that.
It is straightforward to show that this problem is convex.
It is straightforward to show that all Borel sets have the property of Baire.
Then it is straightforward to show that ( X, d ) is a complete metric space.
It is straightforward to show that ( X, D 2 ) is complete.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com