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Title: | Mathematics at DEC |
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Moderator: | RUSURE::EDP |
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Created: | Mon Feb 03 1986 |
Last Modified: | Fri Jun 06 1997 |
Last Successful Update: | Fri Jun 06 1997 |
Number of topics: | 2083 |
Total number of notes: | 14613 |
1556.0. "Are Mathematics and Poetry Fundamentally Similar?" by BEING::EDP (Always mount a scratch monkey.) Mon Feb 03 1992 09:16
JoAnne S. Growney, "Are Mathematics and Poetry Fundamentally Similar?",
_The American Mathematical Monthly_ 99, no. 2 (February 1992): 131.
If you doubt their intrinsic similarity, consider the following
quotations. In each of the following, the key word ("mathematics" or
"poetry" or "mathematician" or "poet" or a variation of one of these
terms) has been left out, although the name of the author may provide a
give-away clue. Can you guess which art form is being described in
each case? The missing words are supplied at the end of the
quotations. [I've moved the authors' names to the end. -- edp]
(1) __________ is the art of uniting pleasure with truth.
(2) To think is thinkable -- that is the __________'s aim.
[Is that a typo -- should it be "To think the thinkable"?]
(3) All __________ [is] putting the infinite within the finite.
(4) The moving power of __________ invention is not reasoning but
imagination.
(5) When you read and understand __________, comprehending its reach
and formal meanings, then you master chaos a little.
(6) __________ practice absolute freedom.
(7) I think that one possible definition of our modern culture is that
it is one in which nine-tenths of our intellectuals can't read any
__________.
(8) Do not imagine that __________ is hard and crabbed, and repulsive
to common sense. It is merely the etherealization of common sense.
(9) The merit of __________, in its wildest forms, still consists in
its truth; truth conveyed to the understanding, not directly by words,
but circuituously by means of imaginative associations, which serve as
conductors.
(10) It is a safe rule to apply that, when a __________ or
philosophical author writes with a misty profundity, he is talking
nonsense.
(11) __________ is a habit.
(12) . . . in __________ you don't understand things, you just get used
to them.
(13) __________ are all who love -- who feel great truths/And tell
them.
(14) The __________ is perfect only in so far as he is a perfect being,
in so far as he perceives the beauty of truth; only then will his work
be thorough, transparent, comprehensive, pure, clear, attractive, and
even elegant.
(15) . . . [In these days] the function of __________ as a game . . .
[looms] larger than its function as a search for truth . . .
(16) A thorough advocate in a just cause, a penetrating __________
facing the starry heavens, both alike bear the semblance of divinity.
(17) __________ is getting something right in language.
The authors are:
(1) Samuel Johnson
(2) Cassius J. Keyser
(3) Robert Browning
(4) A. DeMorgan
(5) Stephen Spender
(6) Henry Adams
(7) Randall Jarrell
(8) Lord Kelvin
(9) T. B. Macaulay
(10) A. N. Whitehead
(11) C. Day-Lewis
(12) John von Neumann
(13) P. J. Bailey, Festus
(14) Goethe
(15) C. Day-Lewis
(16) Goethe
(17) Howard Nemerov
The answers are:
The odd-numbered quotations are about poetry; the even-number ones are
about mathematics.
T.R | Title | User | Personal Name | Date | Lines |
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1556.1 | Another parallel | CIVAGE::LYNN | Lynn Yarbrough @WNP DTN 427-5663 | Mon Feb 03 1992 12:35 | 4 |
| Interesting topic! It reminds me that there is also a very strong parallel
between computer programming and music composition. To my mind, a well-
written subroutine, say, is much like a sonata, and a major software system
much like a symphony. Of course, I'm a bit weird...
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1556.2 | short answer = no! | SGOUTL::BELDIN_R | Pull us together, not apart | Mon Feb 03 1992 13:11 | 15 |
| >JoAnne S. Growney, "Are Mathematics and Poetry Fundamentally Similar?",
>_The American Mathematical Monthly_ 99, no. 2 (February 1992): 131.
No, Mathematics and Poetry are not Fundamentally Similar, but ...
Mathematicians and Poets are.
When two persons set out to communicate original thoughts within the
limits of conventional language(s), we are bound to find similarities,
but they are due to the people, not the subject matter of the
communications.
imho,
Dick
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1556.3 | Are you sure you entered the answers right, EDP? | VMSDEV::HALLYB | The day the music died. | Mon Feb 03 1992 14:10 | 1 |
| I got all but the last one wrong.
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1556.4 | | BEING::EDP | Always mount a scratch monkey. | Thu Feb 06 1992 08:09 | 7 |
| Re .3:
I checked; the odd ones are about poetry, and the even ones are about
math.
-- edp
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1556.5 | | PIANST::JANZEN | Tom MLO21-4/E10 223-5140 | Mon Feb 10 1992 14:58 | 8 |
| Since mathematics and poetry are both made or discovered
by substantially the same
architecture agent, they and all human mental endeavors have much in
common. We should compare human poetry and Dolphin poetry and
human math and dolphin math.
Alas, I am neither, just a soft eng and a performance artist.
Tom
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