Comments for The Unapologetic Mathematician http://unapologetic.wordpress.com Mathematics for the interested outsider Fri, 01 Jan 2010 18:18:44 +0000 http://wordpress.com/ hourly 1 Comment on Iterated Integrals V by Américo Tavares http://unapologetic.wordpress.com/2009/12/31/iterated-integrals-v/#comment-15505 Américo Tavares Fri, 01 Jan 2010 18:18:44 +0000 http://unapologetic.wordpress.com/?p=4792#comment-15505 I see. On a different subject, "Is Mathematics a Science?" you and everyone may vote here http://problemasteoremas.wordpress.com/2009/12/31/a-matematica-e-uma-ciencia-is-mathematics-a-science/ A link to an online essay can be found there. I see.

On a different subject, “Is Mathematics a Science?” you and everyone may vote here

http://problemasteoremas.wordpress.com/2009/12/31/a-matematica-e-uma-ciencia-is-mathematics-a-science/

A link to an online essay can be found there.

]]> Comment on Iterated Integrals V by John Armstrong http://unapologetic.wordpress.com/2009/12/31/iterated-integrals-v/#comment-15504 John Armstrong Fri, 01 Jan 2010 16:17:07 +0000 http://unapologetic.wordpress.com/?p=4792#comment-15504 And I'm sure it'll never be written unless I get a stable job. And I’m sure it’ll never be written unless I get a stable job.

]]> Comment on Iterated Integrals V by Américo Tavares http://unapologetic.wordpress.com/2009/12/31/iterated-integrals-v/#comment-15503 Américo Tavares Fri, 01 Jan 2010 09:46:00 +0000 http://unapologetic.wordpress.com/?p=4792#comment-15503 John, I am sure that I will buy your future book you have already discussed here. Américo John,

I am sure that I will buy your future book you have already discussed here.

Américo

]]> Comment on Iterated Integrals V by John Armstrong http://unapologetic.wordpress.com/2009/12/31/iterated-integrals-v/#comment-15502 John Armstrong Fri, 01 Jan 2010 03:18:31 +0000 http://unapologetic.wordpress.com/?p=4792#comment-15502 Yea, the race goes not always to the swift, nor the battle to the strong, but that's the way to bet. Yea, the race goes not always to the swift, nor the battle to the strong, but that’s the way to bet.

]]> Comment on Iterated Integrals V by Jonathan Vos Post http://unapologetic.wordpress.com/2009/12/31/iterated-integrals-v/#comment-15501 Jonathan Vos Post Fri, 01 Jan 2010 03:14:18 +0000 http://unapologetic.wordpress.com/?p=4792#comment-15501 I admire the verbal precision of "Underlying all of these equations is the assumption that each of the integrals we write down exists, or at least the inner ones don’t fail to exist often enough to cause the outer ones to also fail to exist." And it's too early to prove that 2010 will NOT be a good year for both of us. I admire the verbal precision of “Underlying all of these equations is the assumption that each of the integrals we write down exists, or at least the inner ones don’t fail to exist often enough to cause the outer ones to also fail to exist.”

And it’s too early to prove that 2010 will NOT be a good year for both of us.

]]> Comment on Iterated Integrals V by John Armstrong http://unapologetic.wordpress.com/2009/12/31/iterated-integrals-v/#comment-15500 John Armstrong Thu, 31 Dec 2009 23:09:44 +0000 http://unapologetic.wordpress.com/?p=4792#comment-15500 Thanks, but it doesn't look promising. Thanks, but it doesn’t look promising.

]]> Comment on Iterated Integrals V by Américo Tavares http://unapologetic.wordpress.com/2009/12/31/iterated-integrals-v/#comment-15499 Américo Tavares Thu, 31 Dec 2009 23:03:42 +0000 http://unapologetic.wordpress.com/?p=4792#comment-15499 I wish you a Happy New Year! I wish you a Happy New Year!

]]> Comment on Iterated Integrals I by Iterated Integrals V « The Unapologetic Mathematician http://unapologetic.wordpress.com/2009/12/16/iterated-integrals-i/#comment-15498 Iterated Integrals V « The Unapologetic Mathematician Thu, 31 Dec 2009 16:52:26 +0000 http://unapologetic.wordpress.com/?p=4616#comment-15498 [...] Integrals V Our iterated integrals worked out nicely over -dimensional intervals because these regions are simple products of [...] [...] Integrals V Our iterated integrals worked out nicely over -dimensional intervals because these regions are simple products of [...]

]]> Comment on Iterated Integrals IV by Iterated Integrals V « The Unapologetic Mathematician http://unapologetic.wordpress.com/2009/12/21/iterated-integrals-iv/#comment-15497 Iterated Integrals V « The Unapologetic Mathematician Thu, 31 Dec 2009 16:51:34 +0000 http://unapologetic.wordpress.com/?p=4709#comment-15497 [...] our earlier approach, though, we won’t peel off an integral from the outside first, but from an inside. That is, [...] [...] our earlier approach, though, we won’t peel off an integral from the outside first, but from an inside. That is, [...]

]]> Comment on Integrals Over More General Sets by Iterated Integrals V « The Unapologetic Mathematician http://unapologetic.wordpress.com/2009/12/22/integrals-over-more-general-sets/#comment-15496 Iterated Integrals V « The Unapologetic Mathematician Thu, 31 Dec 2009 16:51:28 +0000 http://unapologetic.wordpress.com/?p=4733#comment-15496 [...] intervals because these regions are simple products of one-dimensional intervals. When working over more general sets, though, it’s not so nice. Still, we can often do almost as [...] [...] intervals because these regions are simple products of one-dimensional intervals. When working over more general sets, though, it’s not so nice. Still, we can often do almost as [...]

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