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TH£SE de DOCTORAT de l'UNIVERSITÉ PARIS 6 ... - Camlunity

TH£SE de DOCTORAT de l'UNIVERSITÉ PARIS 6 ... - Camlunity

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¤] § ¡ ¢¡ ¡ ¡ £¢£¢¢ £¢§ ©_ ¥¢ ¢¢ ¤£ ¨§ ( )θ S1 ( i ) = T S1 ( i ) + ⃗t S1 =λS1,1T ([ ] ( ))λ S1,0 + 1λ S1,2( i ) + −1−1n⎛( ) ( )i iθ S2 j= T S2 j+⃗t S2 = λ S2,0 + ⎝==( λS1,1)− λ S1,2 T ( ) iλ S1,2nλ S1,0 − λ S1,1 1⎛⎜⎝⎞λT S2,1([ 1 0λ S2,2 ⎠ −1 0λ S2,30 1λ S2,4 0 −1⎞λ S2,1 − λ S2,2T ⎛λ S2,3 − λ S2,4⎟λ S2,4 ⎠ ⎝λ S2,2λ S2,0 − λ S2,1 − λ S2,3ijmn1] ( )ij+⎞⎠( −1))n−1m⎛( )iθ S2 j− θ S1 ( i ) − 1 = λ S1δS2,0 + ⎝©\¤~ š2'¥¤§ V'©¤§¦©¨g5+.¦©¨e¢%l/'£¢£¨ =⎛⎜⎝( ) ( )iθ S2 j− θ i′S2 − 1 =jλ S2δS2,0 +⎜⎝⎞λT S1δS2,1([ 1 0λ S1δS2,2 ⎠ −1 0λ S1δS2,30 1λ S1δS2,4 0 −1λ S1δS2,1 − λ S1δS2,2λ S1δS2,3 − λ S1δS2,4λ S1δS2,4λ S1δS2,2λ S1δS2,0 − λ S1δS2,1 − λ S1δS2,3⎛⎞λ T S2δS2,1⎛λ S2δS2,2λ S2δS2,3λ S2δS2,4⎟ ⎜λ S2δS2,5 ⎠ ⎝λ S2δS2,6λ S2δS2,7⎡⎢⎣⎞⎟⎠T ⎛⎜⎝] (ijijmn11 0 0−1 0 00 1 00 −1 00 0 10 0 −1−1 1 0⎤⎥⎦)+⎞⎟⎠( i ′ij( −1))n−1m⎛)+ ⎜⎝−1n−1n−1m−1⎞⎞⎟⎟⎠⎠=⎛⎜⎝λ S2δS2,1 − λ S2δS2,2 − λ S2δS2,7λ S2δS2,3 − λ S2δS2,4 + λ S2δS2,7λ S2δS2,5 − λ S2δS2,6λ S2δS2,6λ S2δS2,2 + λ S2δS2,4λ S2δS2,0 − λ S2δS2,1 − λ S2δS2,3 − λ S2δS2,5 − λ S2δS2,7⎞⎟⎠T ⎛⎜⎝i ′ijmn1⎞⎟⎠© m ~¥ 2¢.1L¤§¨¦8: +-4¨¦©¨e¢%l4/'£¢©¨ Ÿ,¨175'£¢ Y46| §š`'¥¤§ \'©¤§¦©¨c¢%l4/'£¢©¨ 5 ©¨1 ŸM¤§' |7¤ `¢.J¤

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