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59
()
=θ
=θ
→
β
−
β
∂∆ θ
=⋅ ⋅ ⋅
β
∂π
−θ
−
ββ
. (12.11)
β
θ
β
−θ
. (12.12)
x
13
x,
x- y-
()() ()
′
+− −=∆ −
, (13.1)
′
=−
y-
- SV-
59
gb_ EZieZkZ hl Z ( [ \ W ) b dhhj^bgZlu [ = U θ b \ = U VLQ θ Khhl\_lkl
FRV
\mxs__ j_r_gb_ \h \j_f_gghc h[eZklb ijb W → U [m^_l bf_lv \b^
β
U
+ W −
∂Z ∆Z VLQ θ β .
= ⋅ ⋅ ⋅ (12.11)
∂W π β U W−U
− FRV θ
Y β β
Gh\h_ j_r_gb_ kh^_j`bl ^hihegbl_evguc qe_g \hagbdZxsbc \ fh
f_gl gZqZeZ jZaju\Z b jZkijhkljZgyxsbcky kh kdhjhklvx jZkijhkljZg_gby
ihi_j_qguo \heg \ kj_^_ β WlZ \hegZ m[u\Z_l k jZkklhygb_f dZd pbebg^jb
q_kdZy a GZijZ\e_gghklv __ baemq_gby hij_^_ey_lky fgh`bl_e_f
U
VLQ θ
) 6+ a . (12.12)
β
− FRV θ
Y
>ey gZijZ\e_gby kh\iZ^Zxs_]h k hkvx x wlZ nmgdpby jZ\gZ bf__l
ma_e
ey fh^_eb
h^ghgZijZ\e_ggh]h \kiZju\Zgby fh^_eb OZkd_eeZ ijbgylh kqblZlv wd\b
\Ze_glgufb nZau aZjh`^_gby b hklZgh\db jZaju\Z J_Zevgh wnn_dlu gZ
jZklZgby b hklZgh\db jZaju\Z jZaebqgu
E_dpby 13
DJ:?<:Y >BKEHD:PBY IEHKD:Y A:>:Q:
GZihfgbf qlh \ iehkdbo aZ^ZqZo ih^\b`dZ gZijZ\e_gZ \^hev hkb x,
Z j_amevlbjmxs__ kf_s_gb_ bf__l x- b y-dhfihg_glu
Imklv ih^\b`dZ aZ^Z_lky klmi_gqZlhc nmgdpb_c lh]^Z ]jZgbqgh_
mkeh\b_ ^ey kf_s_gbc
X ( [ + W ) − X ( [ − W ) = ∆X+ (− [′) ,
(13.1)
]^_ [′ = [ − YW G_ij_ju\gufb y\eyxlky y-dhfihg_glZ kf_s_gbc b gZijy
`_gby gZ iehkdhklb jZaju\Z Dhfihg_glu kf_s_gby m^h\e_l\hjyxl \he
gh\uf mjZ\g_gbyf ^ey ihl_gpbZeh\ J- b SV-\heg
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