→ 當irEgbvy[W |
͂` iۖ) |
͂`iʁj |
͂` (o) (o) ͂` ε= (o) ͂` C= (o) ͂` (o) =3 ͂` (o) =R ͂` |
͂`iʁj |
͂` ( o ) ( o ) ͂` ε= ( o ) ͂` C= ( o ) ͂` ( o ) =3 ͂` ( o ) =R ͂` |
͂`ij |
(o ͂` (o ) ͂` (o@) ͂` ε= (o ͂` ε= (o ) ͂` ε= (o@) ͂` C= (o ͂` C= (o ) ͂` C= (o@) ͂` |
͂`iEj |
o) ͂` ( o) ͂` (@o) ͂` o) =3 ͂` ( o) =3 ͂` (@o) =3 ͂` o) =R ͂` ( o) =R ͂` (@o) =R ͂` |
͂`iʁj |
͂` (;o;)
͂` (GoG) (;o;) ͂` (GoG) ͂` ε= (;o;) ͂` ε= (GoG) ͂` C= (;o;) ͂` C= (GoG) ͂` (;o;) =3 ͂` (GoG) =3 ͂` (;o;) =R ͂` (GoG) =R ͂` |
͂`ij |
(o; ͂`
(oG ͂` (o;) ͂` (o; ) ͂` (oG) ͂` ε= (o; ͂` ε= (oG ͂` ε= (o;) ͂` ε= (o; ) ͂` ε= (oG) ͂` C= (o; ͂` C= (oG ͂` C= (o;) ͂` C= (o; ) ͂` C= (oG) ͂` |
͂`iEj |
;o) ͂`
Go) ͂` (;o) ͂` ( ;o) ͂` (Go) ͂` ;o) =3 ͂` Go) =3 ͂` (;o) =3 ͂` ( ;o) =3 ͂` (Go) =3 ͂` ;o) =R ͂` Go) =R ͂` (;o) =R ͂` ( ;o) =R ͂` (Go) =R ͂` |
͂`iʁj |
͂` (*o*)
͂` (o) (*o*) ͂` (o) ͂` ε= (*o*) ͂` ε= (o) ͂` C= (*o*) ͂` C= (o) ͂` (*o*) =3 ͂` (o) =3 ͂` (*o*) =R ͂` (o) =R ͂` |
͂`ij |
(o* ͂`
(o ͂` (o*) ͂` (o) ͂` ε= (o* ͂` ε= (o ͂` ε= (o*) ͂` ε= (o) ͂` C= (o* ͂` C= (o ͂` C= (o*) ͂` C= (o) ͂` |
͂`iEj |
*o) ͂`
o) ͂` (*o) ͂` (o) ͂` *o) =3 ͂` o) =3 ͂` (*o) =3 ͂` (o) =3 ͂` *o) =R ͂` o) =R ͂` (*o) =R ͂` (o) =R ͂` |
͂`iʁj |
͂` (VoV) (VoV) ͂` ε= (VoV) ͂` C= (VoV) ͂` (VoV) =3 ͂` (VoV) =R ͂` |
͂`ij |
(oV ͂` (oV) ͂` ε= (oV ͂` ε= (oV) ͂` C= (oV ͂` C= (oV) ͂` |
͂`iEj |
Vo) ͂` (Vo) ͂` Vo) =3 ͂` (Vo) =3 ͂` Vo) =R ͂` (Vo) =R ͂` |
͂`iʁj |
͂` () () ͂` ε= () ͂` C= () ͂` () =3 ͂` () =R ͂` |
͂`iʁj |
͂` ( ) ( ) ͂` ε= ( ) ͂` C= ( ) ͂` ( ) =3 ͂` ( ) =R ͂` |
͂`ij |
( ͂` ( ) ͂` (@) ͂` ε= ( ͂` ε= ( ) ͂` ε= (@) ͂` C= ( ͂` C= ( ) ͂` C= (@) ͂` |
͂`iEj |
) ͂` ( ) ͂` (@) ͂` ) =3 ͂` ( ) =3 ͂` (@) =3 ͂` ) =R ͂` ( ) =R ͂` (@) =R ͂` |
͂`iʁj |
͂` (;;)
͂` (GG) (;;) ͂` (GG) ͂` ε= (;;) ͂` ε= (GG) ͂` C= (;;) ͂` C= (GG) ͂` (;;) =3 ͂` (GG) =3 ͂` (;;) =R ͂` (GG) =R ͂` |
͂`ij |
(; ͂`
(G ͂` (;) ͂` (; ) ͂` (G) ͂` ε= (; ͂` ε= (G ͂` ε= (;) ͂` ε= (; ) ͂` ε= (G) ͂` C= (; ͂` C= (G ͂` C= (;) ͂` C= (; ) ͂` C= (G) ͂` |
͂`iEj |
;) ͂`
G) ͂` (;) ͂` ( ;) ͂` (G) ͂` ;) =3 ͂` G) =3 ͂` (;) =3 ͂` ( ;) =3 ͂` (G) =3 ͂` ;) =R ͂` G) =R ͂` (;) =R ͂` ( ;) =R ͂` (G) =R ͂` |
͂`iʁj |
͂` (**)
͂` () (**) ͂` () ͂` ε= (**) ͂` ε= () ͂` C= (**) ͂` C= () ͂` (**) =3 ͂` () =3 ͂` (**) =R ͂` () =R ͂` |
͂`ij |
(* ͂`
( ͂` (*) ͂` () ͂` ε= (* ͂` ε= ( ͂` ε= (*) ͂` ε= () ͂` C= (* ͂` C= ( ͂` C= (*) ͂` C= () ͂` |
͂`iEj |
*) ͂`
) ͂` (*) ͂` () ͂` *) =3 ͂` ) =3 ͂` (*) =3 ͂` () =3 ͂` *) =R ͂` ) =R ͂` (*) =R ͂` () =R ͂` |
͂`iʁj |
͂` (VV) (VV) ͂` ε= (VV) ͂` C= (VV) ͂` (VV) =3 ͂` (VV) =R ͂` |
͂`ij |
(V ͂` (V) ͂` ε= (V ͂` ε= (V) ͂` C= (V ͂` C= (V) ͂` |
͂`iEj |
V) ͂` (V) ͂` V) =3 ͂` (V) =3 ͂` V) =R ͂` (V) =R ͂` |
͂`iʁj |
͂` ( 0 ) ( 0 ) ͂` ε= ( 0 ) ͂` C= ( 0 ) ͂` ( 0 ) =3 ͂` ( 0 ) =R ͂` |
͂`iʁj |
͂` ( 0 ) ( 0 ) ͂` ε= ( 0 ) ͂` C= ( 0 ) ͂` ( 0 ) =3 ͂` ( 0 ) =R ͂` |
͂`ij |
( 0 ͂` ( 0 ) ͂` ( 0 @) ͂` ε= ( 0 ͂` ε= ( 0 ) ͂` ε= ( 0 @) ͂` C= ( 0 ͂` C= ( 0 ) ͂` C= ( 0 @) ͂` |
͂`iEj |
0 ) ͂` ( 0 ) ͂` (@ 0 ) ͂` 0 ) =3 ͂` ( 0 ) =3 ͂` (@ 0 ) =3 ͂` 0 ) =R ͂` ( 0 ) =R ͂` (@ 0 ) =R ͂` |
͂`iʁj |
͂` (; 0 ;)
͂` (G 0 G) (; 0 ;) ͂` (G 0 G) ͂` ε= (; 0 ;) ͂` ε= (G 0 G) ͂` C= (; 0 ;) ͂` C= (G 0 G) ͂` (; 0 ;) =3 ͂` (G 0 G) =3 ͂` (; 0 ;) =R ͂` (G 0 G) =R ͂` |
͂`ij |
( 0 ; ͂`
( 0 G ͂` ( 0 ;) ͂` ( 0 ; ) ͂` ( 0 G) ͂` ε= ( 0 ; ͂` ε= ( 0 G ͂` ε= ( 0 ;) ͂` ε= ( 0 ; ) ͂` ε= ( 0 G) ͂` C= ( 0 ; ͂` C= ( 0 G ͂` C= ( 0 ;) ͂` C= ( 0 ; ) ͂` C= ( 0 G) ͂` |
͂`iEj |
; 0 ) ͂`
G 0 ) ͂` (; 0 ) ͂` ( ; 0 ) ͂` (G 0 ) ͂` ; 0 ) =3 ͂` G 0 ) =3 ͂` (; 0 ) =3 ͂` ( ; 0 ) =3 ͂` (G 0 ) =3 ͂` ; 0 ) =R ͂` G 0 ) =R ͂` (; 0 ) =R ͂` ( ; 0 ) =R ͂` (G 0 ) =R ͂` |
͂`iʁj |
͂` (* 0 *)
͂` ( 0 ) (* 0 *) ͂` ( 0 ) ͂` ε= (* 0 *) ͂` ε= ( 0 ) ͂` C= (* 0 *) ͂` C= ( 0 ) ͂` (* 0 *) =3 ͂` ( 0 ) =3 ͂` (* 0 *) =R ͂` ( 0 ) =R ͂` |
͂`ij |
( 0 * ͂`
( 0 ͂` ( 0 *) ͂` ( 0 ) ͂` ε= ( 0 * ͂` ε= ( 0 ͂` ε= ( 0 *) ͂` ε= ( 0 ) ͂` C= ( 0 * ͂` C= ( 0 ͂` C= ( 0 *) ͂` C= ( 0 ) ͂` |
͂`iEj |
* 0 ) ͂`
0 ) ͂` (* 0 ) ͂` ( 0 ) ͂` * 0 ) =3 ͂` 0 ) =3 ͂` (* 0 ) =3 ͂` ( 0 ) =3 ͂` * 0 ) =R ͂` 0 ) =R ͂` (* 0 ) =R ͂` ( 0 ) =R ͂` |
͂`iʁj |
͂` (V 0 V) (V 0 V) ͂` ε= (V 0 V) ͂` C= (V 0 V) ͂` (V 0 V) =3 ͂` (V 0 V) =R ͂` |
͂`ij |
( 0 V ͂` ( 0 V) ͂` ε= ( 0 V ͂` ε= ( 0 V) ͂` C= ( 0 V ͂` C= ( 0 V) ͂` |
͂`iEj |
V 0 ) ͂` (V 0 ) ͂` V 0 ) =3 ͂` (V 0 ) =3 ͂` V 0 ) =R ͂` (V 0 ) =R ͂` |
͂`iʁj |
͂` ( O ) ( O ) ͂` ε= ( O ) ͂` C= ( O ) ͂` ( O ) =3 ͂` ( O ) =R ͂` |
͂`iʁj |
͂` ( O ) ( O ) ͂` ε= ( O ) ͂` C= ( O ) ͂` ( O ) =3 ͂` ( O ) =R ͂` |
͂`ij |
( O ͂` ( O ) ͂` ( O @) ͂` ε= ( O ͂` ε= ( O ) ͂` ε= ( O @) ͂` C= ( O ͂` C= ( O ) ͂` C= ( O @) ͂` |
͂`iEj |
O ) ͂` ( O ) ͂` (@ O ) ͂` O ) =3 ͂` ( O ) =3 ͂` (@ O ) =3 ͂` O ) =R ͂` ( O ) =R ͂` (@ O ) =R ͂` |
͂`iʁj |
͂` (; O ;)
͂` (G O G) (; O ;) ͂` (G O G) ͂` ε= (; O ;) ͂` ε= (G O G) ͂` C= (; O ;) ͂` C= (G O G) ͂` (; O ;) =3 ͂` (G O G) =3 ͂` (; O ;) =R ͂` (G O G) =R ͂` |
͂`ij |
( O ; ͂`
( O G ͂` ( O ;) ͂` ( O ; ) ͂` ( O G) ͂` ε= ( O ; ͂` ε= ( O G ͂` ε= ( O ;) ͂` ε= ( O ; ) ͂` ε= ( O G) ͂` C= ( O ; ͂` C= ( O G ͂` C= ( O ;) ͂` C= ( O ; ) ͂` C= ( O G) ͂` |
͂`iEj |
; O ) ͂`
G O ) ͂` (; O ) ͂` ( ; O ) ͂` (G O ) ͂` ; O ) =3 ͂` G O ) =3 ͂` (; O ) =3 ͂` ( ; O ) =3 ͂` (G O ) =3 ͂` ; O ) =R ͂` G O ) =R ͂` (; O ) =R ͂` ( ; O ) =R ͂` (G O ) =R ͂` |
͂`iʁj |
͂` (* O *)
͂` ( O ) (* O *) ͂` ( O ) ͂` ε= (* O *) ͂` ε= ( O ) ͂` C= (* O *) ͂` C= ( O ) ͂` (* O *) =3 ͂` ( O ) =3 ͂` (* O *) =R ͂` ( O ) =R ͂` |
͂`ij |
( O * ͂`
( O ͂` ( O *) ͂` ( O ) ͂` ε= ( O * ͂` ε= ( O ͂` ε= ( O *) ͂` ε= ( O ) ͂` C= ( O * ͂` C= ( O ͂` C= ( O *) ͂` C= ( O ) ͂` |
͂`iEj |
* O ) ͂`
O ) ͂` (* O ) ͂` ( O ) ͂` * O ) =3 ͂` O ) =3 ͂` (* O ) =3 ͂` ( O ) =3 ͂` * O ) =R ͂` O ) =R ͂` (* O ) =R ͂` ( O ) =R ͂` |
͂`iʁj |
͂` (V O V) (V O V) ͂` ε= (V O V) ͂` C= (V O V) ͂` (V O V) =3 ͂` (V O V) =R ͂` |
͂`ij |
( O V ͂` ( O V) ͂` ε= ( O V ͂` ε= ( O V) ͂` C= ( O V ͂` C= ( O V) ͂` |
͂`iEj |
V O ) ͂` (V O ) ͂` V O ) =3 ͂` (V O ) =3 ͂` V O ) =R ͂` (V O ) =R ͂` |
͂`iʁj |
͂` ( n ) ( n ) ͂` ε= ( n ) ͂` C= ( n ) ͂` ( n ) =3 ͂` ( n ) =R ͂` |
͂`iʁj |
͂` ( n ) ( n ) ͂` ε= ( n ) ͂` C= ( n ) ͂` ( n ) =3 ͂` ( n ) =R ͂` |
͂`ij |
( n ͂` ( n ) ͂` ( n @) ͂` ε= ( n ͂` ε= ( n ) ͂` ε= ( n @) ͂` C= ( n ͂` C= ( n ) ͂` C= ( n @) ͂` |
͂`iEj |
n ) ͂` ( n ) ͂` (@ n ) ͂` n ) =3 ͂` ( n ) =3 ͂` (@ n ) =3 ͂` n ) =R ͂` ( n ) =R ͂` (@ n ) =R ͂` |
͂`iʁj |
͂` (; n ;)
͂` (G n G) (; n ;) ͂` (G n G) ͂` ε= (; n ;) ͂` ε= (G n G) ͂` C= (; n ;) ͂` C= (G n G) ͂` (; n ;) =3 ͂` (G n G) =3 ͂` (; n ;) =R ͂` (G n G) =R ͂` |
͂`ij |
( n ; ͂`
( n G ͂` ( n ;) ͂` ( n ; ) ͂` ( n G) ͂` ε= ( n ; ͂` ε= ( n G ͂` ε= ( n ;) ͂` ε= ( n ; ) ͂` ε= ( n G) ͂` C= ( n ; ͂` C= ( n G ͂` C= ( n ;) ͂` C= ( n ; ) ͂` C= ( n G) ͂` |
͂`iEj |
; n ) ͂`
G n ) ͂` (; n ) ͂` ( ; n ) ͂` (G n ) ͂` ; n ) =3 ͂` G n ) =3 ͂` (; n ) =3 ͂` ( ; n ) =3 ͂` (G n ) =3 ͂` ; n ) =R ͂` G n ) =R ͂` (; n ) =R ͂` ( ; n ) =R ͂` (G n ) =R ͂` |
͂`iʁj |
͂` (* n *)
͂` ( n ) (* n *) ͂` ( n ) ͂` ε= (* n *) ͂` ε= ( n ) ͂` C= (* n *) ͂` C= ( n ) ͂` (* n *) =3 ͂` ( n ) =3 ͂` (* n *) =R ͂` ( n ) =R ͂` |
͂`ij |
( n * ͂`
( n ͂` ( n *) ͂` ( n ) ͂` ε= ( n * ͂` ε= ( n ͂` ε= ( n *) ͂` ε= ( n ) ͂` C= ( n * ͂` C= ( n ͂` C= ( n *) ͂` C= ( n ) ͂` |
͂`iEj |
* n ) ͂`
n ) ͂` (* n ) ͂` ( n ) ͂` * n ) =3 ͂` n ) =3 ͂` (* n ) =3 ͂` ( n ) =3 ͂` * n ) =R ͂` n ) =R ͂` (* n ) =R ͂` ( n ) =R ͂` |
͂`iʁj |
͂` (V n V) (V n V) ͂` ε= (V n V) ͂` C= (V n V) ͂` (V n V) =3 ͂` (V n V) =R ͂` |
͂`ij |
( n V ͂` ( n V) ͂` ε= ( n V ͂` ε= ( n V) ͂` C= ( n V ͂` C= ( n V) ͂` |
͂`iEj |
V n ) ͂` (V n ) ͂` V n ) =3 ͂` (V n ) =3 ͂` V n ) =R ͂` (V n ) =R ͂` |
͂`iʁj |
͂` (∇) (∇) ͂` ε= (∇) ͂` C= (∇) ͂` (∇) =3 ͂` (∇) =R ͂` |
͂`iʁj |
͂` ( ∇ ) ( ∇ ) ͂` ε= ( ∇ ) ͂` C= ( ∇ ) ͂` ( ∇ ) =3 ͂` ( ∇ ) =R ͂` |
͂`ij |
(∇ ͂` (∇ ) ͂` (∇@) ͂` ε= (∇ ͂` ε= (∇ ) ͂` ε= (∇@) ͂` C= (∇ ͂` C= (∇ ) ͂` C= (∇@) ͂` |
͂`iEj |
∇) ͂` ( ∇) ͂` (@∇) ͂` ∇) =3 ͂` ( ∇) =3 ͂` (@∇) =3 ͂` ∇) =R ͂` ( ∇) =R ͂` (@∇) =R ͂` |
͂`iʁj |
͂` (;∇;)
͂` (G∇G) (;∇;) ͂` (G∇G) ͂` ε= (;∇;) ͂` ε= (G∇G) ͂` C= (;∇;) ͂` C= (G∇G) ͂` (;∇;) =3 ͂` (G∇G) =3 ͂` (;∇;) =R ͂` (G∇G) =R ͂` |
͂`ij |
(∇; ͂`
(∇G ͂` (∇;) ͂` (∇; ) ͂` (∇G) ͂` ε= (∇; ͂` ε= (∇G ͂` ε= (∇;) ͂` ε= (∇; ) ͂` ε= (∇G) ͂` C= (∇; ͂` C= (∇G ͂` C= (∇;) ͂` C= (∇; ) ͂` C= (∇G) ͂` |
͂`iEj |
;∇) ͂`
G∇) ͂` (;∇) ͂` ( ;∇) ͂` (G∇) ͂` ;∇) =3 ͂` G∇) =3 ͂` (;∇) =3 ͂` ( ;∇) =3 ͂` (G∇) =3 ͂` ;∇) =R ͂` G∇) =R ͂` (;∇) =R ͂` ( ;∇) =R ͂` (G∇) =R ͂` |
͂`iʁj |
͂` (*∇*)
͂` (∇) (*∇*) ͂` (∇) ͂` ε= (*∇*) ͂` ε= (∇) ͂` C= (*∇*) ͂` C= (∇) ͂` (*∇*) =3 ͂` (∇) =3 ͂` (*∇*) =R ͂` (∇) =R ͂` |
͂`ij |
(∇* ͂`
(∇ ͂` (∇*) ͂` (∇) ͂` ε= (∇* ͂` ε= (∇ ͂` ε= (∇*) ͂` ε= (∇) ͂` C= (∇* ͂` C= (∇ ͂` C= (∇*) ͂` C= (∇) ͂` |
͂`iEj |
*∇) ͂`
∇) ͂` (*∇) ͂` (∇) ͂` *∇) =3 ͂` ∇) =3 ͂` (*∇) =3 ͂` (∇) =3 ͂` *∇) =R ͂` ∇) =R ͂` (*∇) =R ͂` (∇) =R ͂` |
͂`iʁj |
͂` (V∇V) (V∇V) ͂` ε= (V∇V) ͂` C= (V∇V) ͂` (V∇V) =3 ͂` (V∇V) =R ͂` |
͂`ij |
(∇V ͂` (∇V) ͂` ε= (∇V ͂` ε= (∇V) ͂` C= (∇V ͂` C= (∇V) ͂` |
͂`iEj |
V∇) ͂` (V∇) ͂` V∇) =3 ͂` (V∇) =3 ͂` V∇) =R ͂` (V∇) =R ͂` |
͂`iʁj |
͂` () () ͂` ε= () ͂` C= () ͂` () =3 ͂` () =R ͂` |
͂`iʁj |
͂` ( ) ( ) ͂` ε= ( ) ͂` C= ( ) ͂` ( ) =3 ͂` ( ) =R ͂` |
͂`ij |
( ͂` ( ) ͂` (@) ͂` ε= ( ͂` ε= ( ) ͂` ε= (@) ͂` C= ( ͂` C= ( ) ͂` C= (@) ͂` |
͂`iEj |
) ͂` ( ) ͂` (@) ͂` ) =3 ͂` ( ) =3 ͂` (@) =3 ͂` ) =R ͂` ( ) =R ͂` (@) =R ͂` |
͂`iʁj |
͂` (;;)
͂` (GG) (;;) ͂` (GG) ͂` ε= (;;) ͂` ε= (GG) ͂` C= (;;) ͂` C= (GG) ͂` (;;) =3 ͂` (GG) =3 ͂` (;;) =R ͂` (GG) =R ͂` |
͂`ij |
(; ͂`
(G ͂` (;) ͂` (; ) ͂` (G) ͂` ε= (; ͂` ε= (G ͂` ε= (;) ͂` ε= (; ) ͂` ε= (G) ͂` C= (; ͂` C= (G ͂` C= (;) ͂` C= (; ) ͂` C= (G) ͂` |
͂`iEj |
;) ͂`
G) ͂` (;) ͂` ( ;) ͂` (G) ͂` ;) =3 ͂` G) =3 ͂` (;) =3 ͂` ( ;) =3 ͂` (G) =3 ͂` ;) =R ͂` G) =R ͂` (;) =R ͂` ( ;) =R ͂` (G) =R ͂` |
͂`iʁj |
͂` (**)
͂` () (**) ͂` () ͂` ε= (**) ͂` ε= () ͂` C= (**) ͂` C= () ͂` (**) =3 ͂` () =3 ͂` (**) =R ͂` () =R ͂` |
͂`ij |
(* ͂`
( ͂` (*) ͂` () ͂` ε= (* ͂` ε= ( ͂` ε= (*) ͂` ε= () ͂` C= (* ͂` C= ( ͂` C= (*) ͂` C= () ͂` |
͂`iEj |
*) ͂`
) ͂` (*) ͂` () ͂` *) =3 ͂` ) =3 ͂` (*) =3 ͂` () =3 ͂` *) =R ͂` ) =R ͂` (*) =R ͂` () =R ͂` |
͂`iʁj |
͂` (VV) (VV) ͂` ε= (VV) ͂` C= (VV) ͂` (VV) =3 ͂` (VV) =R ͂` |
͂`ij |
(V ͂` (V) ͂` ε= (V ͂` ε= (V) ͂` C= (V ͂` C= (V) ͂` |
͂`iEj |
V) ͂` (V) ͂` V) =3 ͂` (V) =3 ͂` V) =R ͂` (V) =R ͂` |
͂`iʁj |
͂` (∀) (∀) ͂` ε= (∀) ͂` C= (∀) ͂` (∀) =3 ͂` (∀) =R ͂` |
͂`iʁj |
͂` ( ∀ ) ( ∀ ) ͂` ε= ( ∀ ) ͂` C= ( ∀ ) ͂` ( ∀ ) =3 ͂` ( ∀ ) =R ͂` |
͂`ij |
(∀ ͂` (∀ ) ͂` (∀@) ͂` ε= (∀ ͂` ε= (∀ ) ͂` ε= (∀@) ͂` C= (∀ ͂` C= (∀ ) ͂` C= (∀@) ͂` |
͂`iEj |
∀) ͂` ( ∀) ͂` (@∀) ͂` ∀) =3 ͂` ( ∀) =3 ͂` (@∀) =3 ͂` ∀) =R ͂` ( ∀) =R ͂` (@∀) =R ͂` |
͂`iʁj |
͂` (;∀;)
͂` (G∀G) (;∀;) ͂` (G∀G) ͂` ε= (;∀;) ͂` ε= (G∀G) ͂` C= (;∀;) ͂` C= (G∀G) ͂` (;∀;) =3 ͂` (G∀G) =3 ͂` (;∀;) =R ͂` (G∀G) =R ͂` |
͂`ij |
(∀; ͂`
(∀G ͂` (∀;) ͂` (∀; ) ͂` (∀G) ͂` ε= (∀; ͂` ε= (∀G ͂` ε= (∀;) ͂` ε= (∀; ) ͂` ε= (∀G) ͂` C= (∀; ͂` C= (∀G ͂` C= (∀;) ͂` C= (∀; ) ͂` C= (∀G) ͂` |
͂`iEj |
;∀) ͂`
G∀) ͂` (;∀) ͂` ( ;∀) ͂` (G∀) ͂` ;∀) =3 ͂` G∀) =3 ͂` (;∀) =3 ͂` ( ;∀) =3 ͂` (G∀) =3 ͂` ;∀) =R ͂` G∀) =R ͂` (;∀) =R ͂` ( ;∀) =R ͂` (G∀) =R ͂` |
͂`iʁj |
͂` (*∀*)
͂` (∀) (*∀*) ͂` (∀) ͂` ε= (*∀*) ͂` ε= (∀) ͂` C= (*∀*) ͂` C= (∀) ͂` (*∀*) =3 ͂` (∀) =3 ͂` (*∀*) =R ͂` (∀) =R ͂` |
͂`ij |
(∀* ͂`
(∀ ͂` (∀*) ͂` (∀) ͂` ε= (∀* ͂` ε= (∀ ͂` ε= (∀*) ͂` ε= (∀) ͂` C= (∀* ͂` C= (∀ ͂` C= (∀*) ͂` C= (∀) ͂` |
͂`iEj |
*∀) ͂`
∀) ͂` (*∀) ͂` (∀) ͂` *∀) =3 ͂` ∀) =3 ͂` (*∀) =3 ͂` (∀) =3 ͂` *∀) =R ͂` ∀) =R ͂` (*∀) =R ͂` (∀) =R ͂` |
͂`iʁj |
͂` (V∀V) (V∀V) ͂` ε= (V∀V) ͂` C= (V∀V) ͂` (V∀V) =3 ͂` (V∀V) =R ͂` |
͂`ij |
(∀V ͂` (∀V) ͂` ε= (∀V ͂` ε= (∀V) ͂` C= (∀V ͂` C= (∀V) ͂` |
͂`iEj |
V∀) ͂` (V∀) ͂` V∀) =3 ͂` (V∀) =3 ͂` V∀) =R ͂` (V∀) =R ͂` |
͂`iʁj |
͂` () () ͂` ε= () ͂` C= () ͂` () =3 ͂` () =R ͂` |
͂`iʁj |
͂` ( ) ( ) ͂` ε= ( ) ͂` C= ( ) ͂` ( ) =3 ͂` ( ) =R ͂` |
͂`ij |
( ͂` ( ) ͂` (@) ͂` ε= ( ͂` ε= ( ) ͂` ε= (@) ͂` C= ( ͂` C= ( ) ͂` C= (@) ͂` |
͂`iEj |
) ͂` ( ) ͂` (@) ͂` ) =3 ͂` ( ) =3 ͂` (@) =3 ͂` ) =R ͂` ( ) =R ͂` (@) =R ͂` |
͂`iʁj |
͂` (;;)
͂` (GG) (;;) ͂` (GG) ͂` ε= (;;) ͂` ε= (GG) ͂` C= (;;) ͂` C= (GG) ͂` (;;) =3 ͂` (GG) =3 ͂` (;;) =R ͂` (GG) =R ͂` |
͂`ij |
(; ͂`
(G ͂` (;) ͂` (; ) ͂` (G) ͂` ε= (; ͂` ε= (G ͂` ε= (;) ͂` ε= (; ) ͂` ε= (G) ͂` C= (; ͂` C= (G ͂` C= (;) ͂` C= (; ) ͂` C= (G) ͂` |
͂`iEj |
;) ͂`
G) ͂` (;) ͂` ( ;) ͂` (G) ͂` ;) =3 ͂` G) =3 ͂` (;) =3 ͂` ( ;) =3 ͂` (G) =3 ͂` ;) =R ͂` G) =R ͂` (;) =R ͂` ( ;) =R ͂` (G) =R ͂` |
͂`iʁj |
͂` (**)
͂` () (**) ͂` () ͂` ε= (**) ͂` ε= () ͂` C= (**) ͂` C= () ͂` (**) =3 ͂` () =3 ͂` (**) =R ͂` () =R ͂` |
͂`ij |
(* ͂`
( ͂` (*) ͂` () ͂` ε= (* ͂` ε= ( ͂` ε= (*) ͂` ε= () ͂` C= (* ͂` C= ( ͂` C= (*) ͂` C= () ͂` |
͂`iEj |
*) ͂`
) ͂` (*) ͂` () ͂` *) =3 ͂` ) =3 ͂` (*) =3 ͂` () =3 ͂` *) =R ͂` ) =R ͂` (*) =R ͂` () =R ͂` |
͂`iʁj |
͂` (VV) (VV) ͂` ε= (VV) ͂` C= (VV) ͂` (VV) =3 ͂` (VV) =R ͂` |
͂`ij |
(V ͂` (V) ͂` ε= (V ͂` ε= (V) ͂` C= (V ͂` C= (V) ͂` |
͂`iEj |
V) ͂` (V) ͂` V) =3 ͂` (V) =3 ͂` V) =R ͂` (V) =R ͂` |
͂`iʁj |
͂` () () ͂` ε= () ͂` C= () ͂` () =3 ͂` () =R ͂` |
͂`iʁj |
͂` ( ) ( ) ͂` ε= ( ) ͂` C= ( ) ͂` ( ) =3 ͂` ( ) =R ͂` |
͂`ij |
( ͂` ( ) ͂` (@) ͂` ε= ( ͂` ε= ( ) ͂` ε= (@) ͂` C= ( ͂` C= ( ) ͂` C= (@) ͂` |
͂`iEj |
) ͂` ( ) ͂` (@) ͂` ) =3 ͂` ( ) =3 ͂` (@) =3 ͂` ) =R ͂` ( ) =R ͂` (@) =R ͂` |
͂`iʁj |
͂` (;;)
͂` (GG) (;;) ͂` (GG) ͂` ε= (;;) ͂` ε= (GG) ͂` C= (;;) ͂` C= (GG) ͂` (;;) =3 ͂` (GG) =3 ͂` (;;) =R ͂` (GG) =R ͂` |
͂`ij |
(; ͂`
(G ͂` (;) ͂` (; ) ͂` (G) ͂` ε= (; ͂` ε= (G ͂` ε= (;) ͂` ε= (; ) ͂` ε= (G) ͂` C= (; ͂` C= (G ͂` C= (;) ͂` C= (; ) ͂` C= (G) ͂` |
͂`iEj |
;) ͂`
G) ͂` (;) ͂` ( ;) ͂` (G) ͂` ;) =3 ͂` G) =3 ͂` (;) =3 ͂` ( ;) =3 ͂` (G) =3 ͂` ;) =R ͂` G) =R ͂` (;) =R ͂` ( ;) =R ͂` (G) =R ͂` |
͂`iʁj |
͂` (**)
͂` () (**) ͂` () ͂` ε= (**) ͂` ε= () ͂` C= (**) ͂` C= () ͂` (**) =3 ͂` () =3 ͂` (**) =R ͂` () =R ͂` |
͂`ij |
(* ͂`
( ͂` (*) ͂` () ͂` ε= (* ͂` ε= ( ͂` ε= (*) ͂` ε= () ͂` C= (* ͂` C= ( ͂` C= (*) ͂` C= () ͂` |
͂`iEj |
*) ͂`
) ͂` (*) ͂` () ͂` *) =3 ͂` ) =3 ͂` (*) =3 ͂` () =3 ͂` *) =R ͂` ) =R ͂` (*) =R ͂` () =R ͂` |
͂`iʁj |
͂` (VV) (VV) ͂` ε= (VV) ͂` C= (VV) ͂` (VV) =3 ͂` (VV) =R ͂` |
͂`ij |
(V ͂` (V) ͂` ε= (V ͂` ε= (V) ͂` C= (V ͂` C= (V) ͂` |
͂`iEj |
V) ͂` (V) ͂` V) =3 ͂` (V) =3 ͂` V) =R ͂` (V) =R ͂` |
͂`iʁj |
͂` () () ͂` ε= () ͂` C= () ͂` () =3 ͂` () =R ͂` |
͂`iʁj |
͂` ( ) ( ) ͂` ε= ( ) ͂` C= ( ) ͂` ( ) =3 ͂` ( ) =R ͂` |
͂`ij |
( ͂` ( ) ͂` (@) ͂` ε= ( ͂` ε= ( ) ͂` ε= (@) ͂` C= ( ͂` C= ( ) ͂` C= (@) ͂` |
͂`iEj |
) ͂` ( ) ͂` (@) ͂` ) =3 ͂` ( ) =3 ͂` (@) =3 ͂` ) =R ͂` ( ) =R ͂` (@) =R ͂` |
͂`iʁj |
͂` (;;)
͂` (GG) (;;) ͂` (GG) ͂` ε= (;;) ͂` ε= (GG) ͂` C= (;;) ͂` C= (GG) ͂` (;;) =3 ͂` (GG) =3 ͂` (;;) =R ͂` (GG) =R ͂` |
͂`ij |
(; ͂`
(G ͂` (;) ͂` (; ) ͂` (G) ͂` ε= (; ͂` ε= (G ͂` ε= (;) ͂` ε= (; ) ͂` ε= (G) ͂` C= (; ͂` C= (G ͂` C= (;) ͂` C= (; ) ͂` C= (G) ͂` |
͂`iEj |
;) ͂`
G) ͂` (;) ͂` ( ;) ͂` (G) ͂` ;) =3 ͂` G) =3 ͂` (;) =3 ͂` ( ;) =3 ͂` (G) =3 ͂` ;) =R ͂` G) =R ͂` (;) =R ͂` ( ;) =R ͂` (G) =R ͂` |
͂`iʁj |
͂` (**)
͂` () (**) ͂` () ͂` ε= (**) ͂` ε= () ͂` C= (**) ͂` C= () ͂` (**) =3 ͂` () =3 ͂` (**) =R ͂` () =R ͂` |
͂`ij |
(* ͂`
( ͂` (*) ͂` () ͂` ε= (* ͂` ε= ( ͂` ε= (*) ͂` ε= () ͂` C= (* ͂` C= ( ͂` C= (*) ͂` C= () ͂` |
͂`iEj |
*) ͂`
) ͂` (*) ͂` () ͂` *) =3 ͂` ) =3 ͂` (*) =3 ͂` () =3 ͂` *) =R ͂` ) =R ͂` (*) =R ͂` () =R ͂` |
͂`iʁj |
͂` (VV) (VV) ͂` ε= (VV) ͂` C= (VV) ͂` (VV) =3 ͂` (VV) =R ͂` |
͂`ij |
(V ͂` (V) ͂` ε= (V ͂` ε= (V) ͂` C= (V ͂` C= (V) ͂` |
͂`iEj |
V) ͂` (V) ͂` V) =3 ͂` (V) =3 ͂` V) =R ͂` (V) =R ͂` |
͂`iʁj |
͂` () () ͂` ε= () ͂` C= () ͂` () =3 ͂` () =R ͂` |
͂`iʁj |
͂` ( ) ( ) ͂` ε= ( ) ͂` C= ( ) ͂` ( ) =3 ͂` ( ) =R ͂` |
͂`ij |
( ͂` ( ) ͂` (@) ͂` ε= ( ͂` ε= ( ) ͂` ε= (@) ͂` C= ( ͂` C= ( ) ͂` C= (@) ͂` |
͂`iEj |
) ͂` ( ) ͂` (@) ͂` ) =3 ͂` ( ) =3 ͂` (@) =3 ͂` ) =R ͂` ( ) =R ͂` (@) =R ͂` |
͂`iʁj |
͂` (;;)
͂` (GG) (;;) ͂` (GG) ͂` ε= (;;) ͂` ε= (GG) ͂` C= (;;) ͂` C= (GG) ͂` (;;) =3 ͂` (GG) =3 ͂` (;;) =R ͂` (GG) =R ͂` |
͂`ij |
(; ͂`
(G ͂` (;) ͂` (; ) ͂` (G) ͂` ε= (; ͂` ε= (G ͂` ε= (;) ͂` ε= (; ) ͂` ε= (G) ͂` C= (; ͂` C= (G ͂` C= (;) ͂` C= (; ) ͂` C= (G) ͂` |
͂`iEj |
;) ͂`
G) ͂` (;) ͂` ( ;) ͂` (G) ͂` ;) =3 ͂` G) =3 ͂` (;) =3 ͂` ( ;) =3 ͂` (G) =3 ͂` ;) =R ͂` G) =R ͂` (;) =R ͂` ( ;) =R ͂` (G) =R ͂` |
͂`iʁj |
͂` (**)
͂` () (**) ͂` () ͂` ε= (**) ͂` ε= () ͂` C= (**) ͂` C= () ͂` (**) =3 ͂` () =3 ͂` (**) =R ͂` () =R ͂` |
͂`ij |
(* ͂`
( ͂` (*) ͂` () ͂` ε= (* ͂` ε= ( ͂` ε= (*) ͂` ε= () ͂` C= (* ͂` C= ( ͂` C= (*) ͂` C= () ͂` |
͂`iEj |
*) ͂`
) ͂` (*) ͂` () ͂` *) =3 ͂` ) =3 ͂` (*) =3 ͂` () =3 ͂` *) =R ͂` ) =R ͂` (*) =R ͂` () =R ͂` |
͂`iʁj |
͂` (VV) (VV) ͂` ε= (VV) ͂` C= (VV) ͂` (VV) =3 ͂` (VV) =R ͂` |
͂`ij |
(V ͂` (V) ͂` ε= (V ͂` ε= (V) ͂` C= (V ͂` C= (V) ͂` |
͂`iEj |
V) ͂` (V) ͂` V) =3 ͂` (V) =3 ͂` V) =R ͂` (V) =R ͂` |
→ 當irEgbvy[W |