The Collected Mathematical Papers of Arthur Cayley volume 8
The Collected Mathematical Papers of Arthur Cayley volume 8
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In our eReader you can find the full English version of the book. Read The Collected Mathematical Papers of Arthur Cayley volume 8 Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book The Collected Mathematical Papers of Arthur Cayley volume 8
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To quickly assess the difficulty of the text, read a short excerpt:
J ecris aussi Abe b c, B ca c a, C = ab a b, E = a 2 + a 2 + a" 2, F= aa f + bb + cc, G = a"> +b 2 + c 2 .
Liquation differentielle des courbes de courbure est dx, dy, dz = 0. A, B, C dA, dB, dC premier terme de ce determinant est dx (B dC - C dB), savoir : (adh + a dk) { B [(a/3 - ba. + V* - a /3) dh + (#" - ba" + b a - aft ) dk] - C [(ca - ay + a y - c a) dh + (ca" - ay" + a y - c a. ) dk]}, C. VIII.
34 266 SUR LES SURFACES DIVISIBLES EN CARRES PAR LEURS COURSES [517 ce qui se r^duit tout de ...suite a (adh + a dk} { [a (Aa + 5/3 + Cy ) - a (Aa + 5/3 + Cy )] dh - [a (Aa" + 5/3" + Cy") - a (Aa + 5/3 + Cy )] dk] ; en formant les expressions analogues du second et du troisieme terme, et en prenant la somme, liquation devient [E(Aa f + 5/3 + Cy )-F (Aa + 5/3 + Cy) ] dh* + [E (Aa" + B/3" + Cy") -G(Aa + B/3 +Cy)]dh dk + [F(Aa" + B$" + Cy") - G (Aa + 5/3 + #/)] d& = 0, ou, ce qui est la meme chose, dk\ -dhdk, dh z = E, F, G la+B@+Cy, Aa + 5/3 + Cy, A a" + Bft" + Cy" celle-ci est liquation diffe rentielle des courbes de courbure d une surface quand les coordonne es x, y, z d un point de la surface sont donnees comme fonctions de deux para- metres h, k.
What to read after The Collected Mathematical Papers of Arthur Cayley volume 8?
You can find similar books in the "Read Also" column, or choose other free books by Arthur Cayley to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
J ecris aussi Abe b c, B ca c a, C = ab a b, E = a 2 + a 2 + a" 2, F= aa f + bb + cc, G = a"> +b 2 + c 2 .
Liquation differentielle des courbes de courbure est dx, dy, dz = 0. A, B, C dA, dB, dC premier terme de ce determinant est dx (B dC - C dB), savoir : (adh + a dk) { B [(a/3 - ba. + V* - a /3) dh + (#" - ba" + b a - aft ) dk] - C [(ca - ay + a y - c a) dh + (ca" - ay" + a y - c a. ) dk]}, C. VIII.
34 266 SUR LES SURFACES DIVISIBLES EN CARRES PAR LEURS COURSES [517 ce qui se r^duit tout de ...suite a (adh + a dk} { [a (Aa + 5/3 + Cy ) - a (Aa + 5/3 + Cy )] dh - [a (Aa" + 5/3" + Cy") - a (Aa + 5/3 + Cy )] dk] ; en formant les expressions analogues du second et du troisieme terme, et en prenant la somme, liquation devient [E(Aa f + 5/3 + Cy )-F (Aa + 5/3 + Cy) ] dh* + [E (Aa" + B/3" + Cy") -G(Aa + B/3 +Cy)]dh dk + [F(Aa" + B$" + Cy") - G (Aa + 5/3 + #/)] d& = 0, ou, ce qui est la meme chose, dk\ -dhdk, dh z = E, F, G la+B@+Cy, Aa + 5/3 + Cy, A a" + Bft" + Cy" celle-ci est liquation diffe rentielle des courbes de courbure d une surface quand les coordonne es x, y, z d un point de la surface sont donnees comme fonctions de deux para- metres h, k.
What to read after The Collected Mathematical Papers of Arthur Cayley volume 8?
You can find similar books in the "Read Also" column, or choose other free books by Arthur Cayley to read onlineMoreLess
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