Элементы теории функций комплексного переменного и операционного исчисления. Нахман А.Д. - 51 стр.

UptoLike

Составители: 

Рубрика: 

L_hj_fZ ?kebqe_gujy^ZZgZeblbqgu\djm]_
8
]
U
b jy^jZ\ghf_jgh
koh^blkydkmff_
I
]
\wlhfdjm]_lhb
I
]
ZgZeblbqgZ^ey\k_o
]
8
]
U
Ko_fZ^hdZaZl_evkl\Zwlhcl_hj_fukhklhbl\ ke_^mxs_f
Z_keb
J
g_dhlhjZyhdjm`ghklvk p_gljhf\lhqd_
]
p_ebdhfe_`ZsZy\gmljb
8
]
U
lh
^eyex[h]h
]
8
]
U
I
V
V
]
I
V
V
]
V
Q
Q
f
¦
J
ijbq_fqe_gujy^ZZgZeblbqgudZdnmgdpbbhlV\f_kl_k
I
V
Q
[kh]eZkghl_hj_f_\hafh`ghihqe_ggh_bgl_]jbjh\Zgb_jy^Zihhdjm`ghklb
J
h[oh^ \
gZijZ\e_gbbijhlb\qZkh\hcklj_edb
S
S
J
J
L
I
V
GV
V
]
L
I
V
V
]
GV
Q
Q
§
©
¨
¨
·
¹
¸
¸
³
¦
³
f
bebihbgl_]jZevghcnhjfme _Dhrb
S
J
L
I
V
GV
V
]
I
]
Q
Q
³
¦
f
Z lh]^ZkmffZjy^Z
I
]
hdZau\Z_lkykh\iZ^Zxs_ck bgl_]jZehflbiZDhrb
I
]
L
I
V
GV
V
]
³
S
J
\wlhlbgl_]jZeij_^klZ\ey_lkh[hcZgZeblbq_kdmx\
8
]
U
nmgdpbxih^h[gh_
ml\_j`^_gb_h[km`^Zehkv\ur_l_
I
]
ZgZeblbqgZ\ mdZaZgghfdjm]_
< qZklghklbkmffZkl_i_ggh]hjy^Z ZgZeblbqgZ \djm]_koh^bfhklb
Jy^L_cehjZ
Imklv
Z
I
]
h^ghagZqgZb ZgZeblbqgZ\djm]_* k p_gljhf\ g_dhlhjhc lhqd_
]

IhklZ\bfaZ^ZqmjZaeh`b l v
I
]
\ jy^ihkl_i_gyfjZaghklb
]
]

Ih^h[gZyaZ^ZqZ^eynmgdpbc^_ckl\bl_evghci_j_f_gghcijbg_dhlhjuo mkeh\byogZ
nmgdpbxihfbfh^bnn_j_gpbjm_fhklbkdhevm]h^ghfgh]hjZaj_rZeZkv\\b^_jy^Z
L_cehjZ<kemqZ_ZgZeblbq_kdhc
I
]
bgl_]jZevgZynhjfmeZDhrbiha\hey_lgZijyfmx
ihemqZlvZgZeh]l_cehjh\kdh]hjy^Z
Ijbmkeh\byoi
^eyex[hc
]
*
bf__lf_klhjZaeh`_gb_
I
]
I
]
I
]
]
]
I
]
]
]
I
]
Q
]
]
Q
Q
c
c
c


qlh[m^_l^hdZaZghgb`_\i
>jm]ZynhjfZhdZau\Z_lkyke_^mxs_c
I
]
&
]
]
Q
Q
Q
f
¦

]^_
&
L
I
V
GV
V
]
Q
Q
³
S
J

J
ex[Zyhdjm`ghklvk p_gljhf\lhqd_
]
h[oh^bfZyijhlb\qZkh\hc klj_edbb p _ebdhf
e_`ZsZy\ h[eZklb*
JZaeh`_gbyb wd\b\Ze_glgulddhwnnbpb_gluijb
]
]
Q
aZibku\Z_fu_\
\b^_
I
]
Q
Q
kh\iZ^Zxlk ijZ\hcqZklvx