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E AB (ABE) = 1
r
E
=
r
A
+ r
B
2
, x
i
E
=
x
i
A
+ x
i
B
2
, i = 1, 2, 3.
(A, V, ψ)
A
V ψ : A×A → V
{A, B} A
V
−→
AB
1
◦
A ∈ A v ∈ V B
−→
AB = v
2
◦
−→
AB+
−−→
BC =
−→
AC
A, B, C ∈ A ( )
A
V
A dim A A
V
n A
n
−→
AA = 0
−→
AB = −
−→
BA
2
◦
B = C = A C = A
(V, V, ψ) ψ : {a, b} 7→ b − a V =
R
n
R
n
n
n
¼/70 8-)16 E 9b79*8/9 /*3*L0,-M -83*[16 AB \ 8- (ABE) = 1 0 rA + rB xiA + xiB rE = , xiE = , i = 1, 2, 3. 2 2 ÊZÊ WXXux ³Tu¶zTÍX¶ztu O-3;2703-b6,,-* bI* .-,980* b*18-3,-:- .3-/836,/8b6 .-[b-79*8 / .-;-}?J .3-/8-:- /.0/16 61/0-; .-7,-/8?J -.0/68? /b-M/8b6 /b-+-L,N b*18-3-b :*-;*830)*/1-:- .3-/836,/8b6= 7*L2J}** ,0|* -.3*L*7*,0* 6OK O0,,-:- .3-/836,/8b6 .-[b-79*8 61/0-;680)*/10 [6L68? /6;- :*-;*830)*K /1-* .3-/836,/8b- 161 ;,-|*/8b- 8-)*1= ϳTxwxxXWxZ ÉÉ ¡ ¢£ ¦ (A, V, ψ) ¥ £«£ ¢ © » A ¥ à © ¢Àº £ ¤¥ © ¡ V ¬»£ ψ : A×A → V ¥ £«© ¡£ª¤¦ ¡ ¤ {A, B} » A ¦ ¢ V ¥ ¬¢¤¦ −AB → © ¤ £À£ ªÀ« ª ¥ ¥ ¡ ª 1 ö£ À¬Ð A ∈ A v ∈ V « £ ¤ B ◦ £¥ ¤ −AB → = v§ −→ −−→ −→ ª 2 AB+ BC = AC £ À¬Ð A, B, C ∈ A ( ©) = ◦ 5OO0,,-* .3-/836,/8b- -+),- -+-[,6)6*8/9 -L,0; /0;b-7-; A = {*1K 8-3,-* .3-/836,/8b- V ,6[b6*8/9 Ñ / 6OO0,,; .3-K /836,/8b-; A = ¢À dim A 6OO0,,-:- .3-/836,/8b6 A ,6[b6*8K /9 36[;*3,-/8? 6//- 003-b6,,-:- b*18-3,-:- .3-/836,/8b6 V = 5OO0,,-* .3-/836,/8b- 36[;*3,-/80 n +2L*; -+-[,6)68? /7*L2J}0; -+36[-; A = [ -.3*L*7*,09 6OO0,,-:- .3-/836,/8b6 7*:1- bb-L98/9 /7*L2J}0* n Lb6 /--8,-I*,09 −AA → = 0 Å ] AB = −BA = −→ −→ 79 0N L-16[68*7?/8b6 L-/868-),- [6.0/68? 36b*,/8b- 83*2:-7?,016 2 /,6)676 .30 B = C = A \ 6 [68*; .30 C = A = ◦ 16|L; b*18-3,; .3-/836,/8b-; ;-|,- 6//- 003-b68? 6OO0,,-* .3-/836,/8b- (V, V, ψ) \ .-76:69 ψ : {a, b} 7→ b − a = H-76:69 [68*; V = n ) R \.-72 0; 4/86,L638,-*< 6OO0,,-* .3-/836,/8b- R 36[;*3,-/80 n L79 n 16|L-:- n = ï¾
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