I found an image by the Canadianmathematician Coxeter that will probably help me. One way...
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I found an image by the Canadian
mathematician Coxeter that will probably help me. One way to bring infinity
to finite terms is by the transformation
called "inversion" so that it is on
the same diameter. But the hocus pocus
of his words are no good to me. No matter how much effort
it takes, it's all the more
fulfilling for me to solve such a problem myself in my own clumsy way
mathematician Coxeter that will probably help me. One way to bring infinity
to finite terms is by the transformation
called "inversion" so that it is on
the same diameter. But the hocus pocus
of his words are no good to me. No matter how much effort
it takes, it's all the more
fulfilling for me to solve such a problem myself in my own clumsy way
Full Transcript
00:00:01.000 --> 00:00:02.324
I found an image
00:00:02.004 --> 00:00:04.076
by the Canadian
mathematician Coxeter
00:00:04.846 --> 00:00:06.802
that will probably help me.
00:00:06.879 --> 00:00:10.399
One way to bring infinity
to finite terms
00:00:10.485 --> 00:00:13.237
is by the transformation
called "inversion"
00:00:13.323 --> 00:00:16.718
so that it is on
the same diameter.
00:00:16.805 --> 00:00:18.723
But the hocus pocus
of his words
00:00:18.838 --> 00:00:20.161
are no good to me.
00:00:20.238 --> 00:00:21.926
No matter how much effort
it takes,
00:00:22.989 --> 00:00:23.805
it's all the more
fulfilling for me
00:00:23.882 --> 00:00:26.558
to solve such a problem myself
00:00:26.682 --> 00:00:29.281
in my own clumsy way.
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Movie Summary
Feature documentary about the life and work of MC Escher.
