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contrarian (non-stadardized) mathMon, 15 Aug 2011 14:10:09 +0000hourly1http://wordpress.com/Comment on About by Anonymous
https://mathfoolery.wordpress.com/about/#comment-27
Mon, 15 Aug 2011 14:10:09 +0000#comment-27very interesting blog; I stumbled upon this through the lecture by Rokhlin that you had posted. keep up the good work
]]>Comment on A Lecture About Teaching Mathematics to Non-mathematicians, Part II by V.A. Rohlin: A Lecture About Teaching Mathematics to Non-mathematicians « Mathematics under the Microscope
https://mathfoolery.wordpress.com/2011/01/03/a-lecture-about-teaching-mathematics-to-non-mathematicians-part-ii/#comment-10
Wed, 05 Jan 2011 22:23:19 +0000http://mathfoolery.wordpress.com/?p=258#comment-10[…] I, Part II at […]
]]>Comment on A Lecture About Teaching Mathematics to Non-mathematicians, Part I. by V.A. Rohlin: A Lecture About Teaching Mathematics to Non-mathematicians « Mathematics under the Microscope
https://mathfoolery.wordpress.com/2011/01/01/a-lecture-about-teaching-mathematics-to-non-mathematicians/#comment-9
Wed, 05 Jan 2011 22:23:18 +0000http://mathfoolery.wordpress.com/?p=208#comment-9[…] Part I, Part II at Mathfoolery. […]
]]>Comment on What is so Geometric about the Geometric Series by misha
https://mathfoolery.wordpress.com/2010/01/17/what-is-so-geometric-about-the-geometric-series/#comment-7
Mon, 18 Jan 2010 20:14:34 +0000http://mathfoolery.wordpress.com/?p=142#comment-7It sounds like a stretch, but a rather stimulating one. On the other hand, the calculation reduces to making sense of 0/0, and indicates an intimate link between differentiation and integration.
]]>Comment on What is so Geometric about the Geometric Series by Alexandre Borovik
https://mathfoolery.wordpress.com/2010/01/17/what-is-so-geometric-about-the-geometric-series/#comment-6
Mon, 18 Jan 2010 09:20:07 +0000http://mathfoolery.wordpress.com/?p=142#comment-6Regarding your example 3: the late Israel Gelfand loved to say, refering to Fermat’s integration of a power curve, that Fermat was the inventor of q-mathematics.
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