Элементы теории функций комплексного переменного и операционного исчисления. Нахман А.Д. - 50 стр.

UptoLike

Составители: 

Рубрика: 

D
D
Q
Q
Q
Q
f
¦
!
y\ey_lkyfZ`hjZglgufl_koh^ysbfkyblZdbfqlh
&
]
]
D
Q
Q
Q
d
^eylh]^Z
fZ`hjZglguf^eyhdZau\Z_lkyhq_\b^ghjy^
0
D
Q
Q
f
¦
MklZgh\bf\hafh`ghklvihqe_ggh]hbg l_]jbjh\Zgbyb ^bnn_j_gpbjh\Zgbykl_i_gguo
jy^h\ b ijb^hihegbl_evguoi j_^i heh`_g byoh jy^h\\b^Z\djm]_
koh^bfhklbWlZ\hafh`ghklv[m^_l\ul_dZlvdZdqZklguckem qZcbake_^mxsbo
ml\_j`^_gbc
L_hj_fZ Imklvqe_gujZ\ghf_jghkoh^ys_]hky\djm]_
8
]
U
jy^Z
I
]
I
]
I
]
Q

g_ij_ju\gub / g_dhlhjZy^m]ZjZkiheh`_ggZy\ wlhfdjm]_Lh]^Z_keb
I
]
kmffZjy^Z
lh\hafh`ghihqe_ggh_bgl_]jbjh\Zgb_ih^m]_/
I
]
G]
I
]
G]
I
]
G]
I
]
G]
/
/
/
Q
/
³
³
³
³

AZf_lbfqlhml\_j`^_gb_l_hj_fum`_\dexqZ_l\ k_[ykoh^bfhklvjy^Z^m]Z/ ih
dhlhjhcijhba\h^blkybgl_]jbjh\Zgb_dZdb\ur_\]eZ\_ij_^iheZ]Z_lky
iZjZf_ljbq_kdbaZ^Zgghc
]
]
W
b ]eZ^dhceb [hdmkhqgh]eZ^dhc
>hdZaZl_evkl \hijh\h^blkylZd`_dZd\ kemqZ_khhl\_lkl\mxs_]hk\hckl\Z^eyjy^h\ba
nmgdpbc^_ckl\bl_evgh]hi_j_f_ggh]h<hi _j\uo dZdhlf_qZehkv\i
iZjZ]jZnZ
I
]
g_i j_ju\gZ\mdZaZgghf\ur_djm]_l_bgl_]jZehlg__\^hev/kms_kl\m_l<h
\lhjuo^hklZlhqgh^hdZaZlvihhij_^_e_gbxkoh^bfhklbjy^ZqlhjZaghklv
I
]
G]
I
]
G]
I
]
G]
I
]
G]
/
Q
/
/
/
§
©
¨
¨
·
¹
¸
¸
³
³
³
³
y\ey_lkyijb
Q
o
f
[_kdhg_qghfZe hcihke_^h\Zl_evghklvx>_ckl\bl_evghfh^mev wlhc
jZaghklbh[eZ^Z_lhp_gdhc
I
]
G]
I
]
I
]
G]
I
]
G]
Q
/
/
³
³
d
§
©
¨
·
¹
¸
³
I
]
6
]
G]
I
]
6
]
O
Q
/
]
/
Q
PD[

]^_
6
]
Q
qZklgZykmffZjy^ZO ^ebgZ^m]b/<\b^m jZ\ghf_jghckoh^bfhklbkf
i
iZjZ]jZnZjy^ZijZ\ZyqZklvklj_fblkydgmexijb
Q
o
f
q_fb
^hdZaZghkhhlg hr_gb_
< qZklghklb_keb
M
]
g_ij_ju\gZ\djm]_
8
]
U
ZagZqblb h]jZgbq_gZihfh^mexlh
fZ`hjbjm_fucbke_^h\Zl_evghjZ\ghf_jghkoh^ysbckyd k\h_ckmff_jy^
^himkdZ_lihqe_ggh_bgl_]jbjh\Zgb_