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4 ਬ¥àë ¬ âà¨æë ¯«®â®áâ¨
áᬮâਬ, ¯à¨¬¥à, ¬ âà¨æã ¯«®â®á⨠¤«ï ¯®«ïਧ®¢ ®£® ᢥâ .
«ï ¯ãçª , à á¯à®áâà ïî饣®áï ¢¤®«ì ®á¨ Z , ¢¢¥¤¥¬ ¢¥ªâ®àë á®áâ®ï-
¨©: j'1i, á ¯®«ïਧ 樥© ¢¤®«ì ®á¨ X ¨ j'2i, { ¢¤®«ì ®á¨ Y :
0 1 0 1
j'1i = @ 1 A ;
0 j'2i = @ 0 A :
1 (2.20)
î¡®¥ ç¨á⮥ á®áâ®ï¨¥ ji ¥áâì ®¤®§ ç ï «¨¥© ï á㯥௮§¨æ¨ï
íâ¨å ®à⮣® «ìëå ¤à㣠¤àã£ã ¢¥ªâ®à®¢ j'1i ¨ j'2i, h'i j'j i = ij :
0 1
ji = C1j'1i + C2j'2i = @ CC12 A ; hj = (C1; C2) ; (2.21)
á ¬¯«¨â㤠¬¨ C1 = h'1ji, C2 = h'2ji, ¯à¨ h j i = jC1j2 + jC2j2 = 1.
1. ©¤¥¬ ¬ âà¨çë¥ í«¥¬¥âë %b ¢ ç¨á⮬ á®áâ®ï¨¨ %bc = jihj:
(%bc)il = h'i j%bcj'l i =) h'ijihj'l i, â® ¥áâì:
0 1 0 C1 C 1
C 1 C 1 C
%bc =!!!) @ C A (C1 ; C2 ) = @ C C1 C C2 A :
2 2 1 2 2
¢¥âã, ¯®«ïਧ®¢ ®¬ã ¢¤®«ì ®á¨ X (C1 = 1; C2 = 0), ®â¢¥ç ¥â ¬ âà¨æ
¯«®â®áâ¨: 0 1
1 0
%bc;x = @ 0 0 A ;
á®áâ®ï¨î ¯®«ïਧ 樨 ¢¤®«ì ®á¨ Y (C1 = 0; C2 = 1), {
0 1
%bc;y = @ 0 0 A;
0 1
p
á®áâ®ï¨î ¯®«ïਧ 樨 ¯®¤ 㣫®¬ =4 ª ®á¨ X (C1 = C2 = 1= 2), {
0 1
1 = 2 1 = 2
%bc;=4 = @ 1=2 1=2 A ;
p
á®áâ®ï¨î ¯®«ïਧ 樨 ¯®¤ 㣫®¬ 3=4 ª ®á¨ X (C1 = C2 = 1= 2), {
0 1
1 = 2 1 = 2
%bc;3=4 = @ 1=2 1=2 A :
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