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- ETALE FILE READER
- DEMO CARD
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- [This demo can only be appreciated if: (1) the etale font is installed, and
- (2) it is viewed with the Etale File Reader.]
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- For x = (x1, . . ., xN) its norm is given by ÞõxõÝ= (x12 + . . . + xN2)1/2 .
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- If B is the ball defined by ÞõxõÝÎ R,
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- Stokes' theorem tells us that
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- ï ï
- ð · = ð d·
- áB B
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- This will be applied as R ä¨ 0 in the special cases where:
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- (a) · = ¯ ^ ´ , (b) · = ¯ /\ ´ , and (c) · = ¯ ã ´ .
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- ETALE FILE READER DEMO (continued)
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- Let w = äääääääaz + bcz + dä where õõ a b c d õõ ÷ 0 .
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- Let Ti1...1pj1...jq be a local section of ãp(V) ã ãq(V*)
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- åê
- ex = æ äää xj j!
- j=0
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- The continued fraction expansion of í2 is:
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- 1
- í2 = 1 + äääääääääää1ääääää
- 2 + äääääää1ääää
- 2 + ääääää
- 2 + . . . . .
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