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David Ellis's user avatar
David Ellis's user avatar
David Ellis
  • Member for 10 years, 9 months
  • Last seen more than 9 years ago
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Number of representations of an integer as an (arbitrary) sum of products
Yes, thanks very much for this. Not being too familiar with the method, it took a while for me to go through the details. Thanks again.
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Number of representations of an integer as an (arbitrary) sum of products
Thanks for this. It may be enough for our purposes; it depends on the magnitude of 'smaller terms'. Can you point me to a reference in the literature where something like this is done?
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Number of representations of an integer as an (arbitrary) sum of products
My apologies, I meant products of pairs. (I have edited my original post accordingly.)
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