3 October 2005: That goof, Geof Huth, annoyed me again with a definition at his manyOther-waze commendable blog. This one was of "mathematical poetry" as poetry with numbers, mathematical symbols or math operations. I have long argued that poems that contain numbers are numerical poems, not mathematical poems. It makes sense to me to reserve use of the term, Mathematical poems," for poems that are mathematical--that is, that perform mathematical operations. No point in repeating my detailed reasons for believing that. In fact, I only bring all this up, at all, because I was musing yesterday on various texts that by Geof's definition would be mathematical poems, but which seemed wholly unmathematical to me. The following . . . whatever (it's a poem, I suppose, but only due to not being anything else) popped into my head:![]()
To make my zero in "poem" obvious, I put a countdown above it--as I thought to do for Karl's poem but thought would not make sense for it, but which makes sense to show "poem" as a kind of blast-off. The first ten lines of the work below are what first resulted. It seemed perfectly to represent a counting poem, but not a mathematical poem, as I don't consider counting a form of mathematics. (I think I'd make two subclasses of numerical poems if I had time to really taxonomize, one for those that have passive numbers, and one for those with active numbers, numbers that count, for instance; passively numerical poetry and actively munerical poetry.)
At some point, with zero bouncing around in my Imagination, I realized I could make it ascend to value by giving it a zero exponent. The simple poem "zero to the power of zero" came into being. I soon fused it with my countdown poem--to make the latter, in my opinion, a mathematical poem since it should force a reader into the equation, "zero to the power of zero equals one." In any case, I like the poem that resulted. ![]()
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