Элементы теории функций комплексного переменного и операционного исчисления. Нахман А.Д. - 13 стр.

UptoLike

Составители: 

Рубрика: 

<uihegblv^_ckl\byZ
]
]
L
[
] ]
\
]
]
L
 ]
]
]
]
^
]
]
]
_
]
]
L
]
J_amevlZlubah[jZablvgZdhfie_dkghciehkdhklb
Bah[jZablvfgh`_kl\Zlhq_d]^eydhlhjuo
Z
]
L
d
[
]
L
!
\
5H
]
L
]
,P
]
 ^
]
L
d
>hdZaZlvjZ\_gkl\ZZ


L
L
L
L
[
]
]
]
]
]
GZclb^_ckl\bl_evgu_qbkeZ[ b \ bamjZ\g_gbc
Z
[
\
L
[
\
[

[
\
[
L
\
L
AZibkZlv\ ljb]hghf_ljbq_kdhcnhjf_qbkeZ
]
L
]
]
L
]
L
b \uihegblvaZl_fmdZaZggu_^_ckl\by Z
]
[
] ]
\
] ]
]
]
]
]
GZclb\k_agZq_gby Z

L
[
\
]
L
J_rblvmjZ\g_gbyb bah[jZablvgZdhfie_dkghciehkdhklbfgh`_kl\Zj_r_gbc
Z
]
]

[
]
]
\
]
L
]
]
]
^
]
]


_
]
L
`
]
]
]

a
L ]

=eZ\ZJY>UWE?F?GL:JGU?NMGDPBB
Ihgylb_nmgdpbbdhfie_dkgh]hi_j_f_ggh]h
Hdj_klghklvx
8
lhqdb
]
[
\
L
gZau\Z_lkyfgh` _kl\h \k_olhq_dg_dhlhjh]hdjm]Zk
p_gljhf
]
?keb
H !
jZ^bmkwlh]hdjm]Zlhmihlj_[ey_flZd`_l_jfbgH hdj_klghklvb
h[hagZq_gb_
8
]
H
Bgufbkeh\Zfb
^
`
8
8
]
]
]
]
H
H
Fgh`_kl\h* lhq_ddhfie_dkghciehkdhklbgZau\Z_lkyhld ju luf _kebdZ`^Zy_]hlhqdZ
y\ey_lky\gmlj_gg_c l_kh^_j`blky\ * \f_kl_kg_dhlhjhchdj_klghklvx
GZijbf_jdhevphl_fgh`_kl\h\b^Z
^
`
8
D
5
]
]
D
5
L
L

]^_D nbdkbjh\Zgh
L
5
!
y\ey_lkyhq_\b^ghhldjuluffgh`_kl\hf
>eykjZ\g_gbyaZf_lbfqlh_keb\ g_jZ\_gkl\haZibkZlv\ \b^_
L d
]
D
5
lh
k\hckl\hhldjulhklbgZjmrZ_lkyldlhqdbhdjm`ghklb
]
D
L
kh^_j`Zlky\hfgh`_kl\_
ebrvk qZklvxhdj_klghklbkf jbk 
Jbk