我现在不象以前那样认为LVO是ω重了,但是……
w^w+1-w=LVO
w^w^2-w=p(W^W^Ww)
w^w^w-w=p(W^W^W^w)
w^w^w^w-w=p(W^W^W^W^w)
e0-w=p(p_1(0))=p(W^^w)
e0+1-w=p(W^^W^^W^^...W^^w)=p(W^^W^^...p_1(0)),而根据w^^e0=e0,我们知道W^^p_1(0)=p_1(0)
所以e0+1-w=p(p_1(0))
这样下去……
e0+2-w=p(p_1(0))
e0+w-w=p(p_1(0))
e0 2-w=e1-w=5-w-w=4-w-w-w=α→α-ω=BHO
所以ω重=BHO???
w^w+1-w=LVO
w^w^2-w=p(W^W^Ww)
w^w^w-w=p(W^W^W^w)
w^w^w^w-w=p(W^W^W^W^w)
e0-w=p(p_1(0))=p(W^^w)
e0+1-w=p(W^^W^^W^^...W^^w)=p(W^^W^^...p_1(0)),而根据w^^e0=e0,我们知道W^^p_1(0)=p_1(0)
所以e0+1-w=p(p_1(0))
这样下去……
e0+2-w=p(p_1(0))
e0+w-w=p(p_1(0))
e0 2-w=e1-w=5-w-w=4-w-w-w=α→α-ω=BHO
所以ω重=BHO???










