SCIENTIFIC ABSTRACT ZMIYEVSKAYA, G.I. - ZMOROVICH, V.A.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R002065320004-9
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: March 20, 2001
• Sequence Number: 4
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

t 06165-67 EWT(1)/FSS-2 tVw
ACC NRi
AP 32853 SOURCE CODE$. Ur4/0020/66/170/003/0560/0560:1-
AUTHOR: Vakhnin, V._M.; Z
ORG:. none
TITLE: Stratified and faceted forras in panoramas,:obtained by the Luna-
_-.2-station
SOURCE: AN SSSR. Doklady$ V. 170, no. 1. 19660 :56o and insert~facing
P. 560
seowe sr-Ir"6001
TOPIC TAGS: 4lugar surface, moon, lunar study, Im .nar atation/ Lunal,;.9
%T#04e#-
ADS12RACT: The complicated ructures of' characteristic and repeat6d
forms of the-lunar surface4 icturea;obtained by' the
on panoramic p
Soviet lunar station "Luna-911 are described. Among these arelorms
which can be characterized as complex polyhedrons consisting of small
flat regions. In many places on photographs the boundary betiiee~
the light and the shadow consists of straight lines cast by objects
with straight and flat faces. The first figure in the text shbws1the
blocked structure formed by polyhedrons, The sdoond-figure contains
several stratified structures which are bordered by two parallel 4nd
nearly vertical faces of.large dimensions. Both ends of these struc-
tures have an irregular shape, but In many cases show indented, surfaces,
C,,d 1/2 UDC: 550.2

L 06 65-67
ACC NR, AN0032053 I
The strata were estimated to be 0.8--1,5 cm thick. Tlie,thlrd figute
shows a part of the first figure with, a prominent~rock having an in-
dented surface and funnel-shaped pits. The other~part of the fragment
consists of rocks with indented surfaces and irregularly shaped'.sides,
Based on the lunar photographs, it is concluded that the lunar ourl"Ace
consists of many stratified rocks. Orig. art. has: 3:figures,
SUB CODE: 03/ SUBM DATE! 14 Jun66/ oRIO REF: .'001/ OTH REFO., 000
Card 2/2 ffi

BDROV, L.V.; KAGHKO, I.L.; KOZLOVA, Z.Vq; HUBASHKINA 0 Tis.;
SIMONOV, I.G.; LUPE-KIN, L.A.; BORDIX)VA, II.V,,- reTISOVA,
N.A.; VAYSBERG, I.Ye.; SUCHKOV, V.G.; KIELENNIKOV
FILATOV, VI.F., red.; *11YEVOKAYA, L.G., red.
[Flexible footwear] Gibkaia obuvl. Moskva) 1qu. 11 P.
(HIU 170)
1. TSentrallnyy inatitut nauchno-tcHinicbe.-k 4rLfoL-mqtgii
legkoy proiVshlennosti.

NIKITIN, G.N,,, j.nzh.j,,,aIIYEVSKAYA .;L.iG, red.
[Hair removal from rabbit skirts unsuitable for procers:Lng
as fur peltry] Snintie pukhp -,o -,,hkxrok krolike., neprigod-
nykh dlia pererabotki na me.:,h, Mloskvar 1964, 21 P4
1. Moscow. TSent -d1w. institut iut=hno-tekhticheaIcej in..
formatsii legkcfy pronyshlennosti.

KARASIKp Z.S.; W.EVANNYY,, A.I.; OKUNI.. B.D.1 TRUSHI)IO $.A*~;
MURAVIYEVA, M.L., redq, rod,
_~TEVSWA., L.G.
(Modernization of technological equilnent in, shoe
factoriesl Modernizataiia tekbnologicheakogo, oborud6vaniia
na obuvnykh predpriiatiiakh. Mosl-va, 1962. 67 P-b
(MIRA 17--5)
1. Moscow. TSentrallvjy institut Pauchno-tekludchadoy in-
formatsii legkoy prorkyshlennosti,

PIMENCV, V.I., kand, tekhn. nauk; FRATOY, H*A4,j red.;.ZMIYEVSKAYA
I.
L.G., red.; BRATISHKO, L.Y., tekhn. red,
[Improving the cementing proceso of assembly in shon
manufacture] Sovershenstvovanie kleevykh metod'ov krep-
leniia v obuvnom proizvodstve. Moskva, 1963. 52 p.
(MIRA 16:11)
1. Moscow. TSentrallnyy institut nauchno-tekhnichesitoy
informatsil legkoy promyshlennosti.
(Shoe m8nufacture) (Adhesives)

ZIO.IYEVSKIY, I.A.; YEGOSHIN, Ye.A.
Some problems in the assembly of boiler unituo iZner~.stroi.
no.24t65-73 161. WRA 15:4)
1. Starshiy proizvoditall rabot viontazhnogo uo~astka':treata
"Sevzapenergomontaah" (for Zmiyevakiy). 2. Niu-4-ballmik
Proizvodstvenno-tekhni~heskogo otdela montazhnogo uchastka
tresta "Sevzapenergomontazh" (for Yegoshin).
(Narva region-Electric power plants-Design:and ctinstructior.)
(Boilers)

13ABETSKIY,- G-.- I.- (110-vos-itdrskl) MAIL
,flovosibirsk); YERS WO V P
A.P. (Novosibirsk); VLUTM~J, B.A.
(Novosibirsk); ZKHVdT-3KAVt,3 L..L. (lq*vosibirsk); KC141FIME-11, G I.
(,'lOva 3b i r sk KC R71M "t t't , SV. I'Noyosllbirsk', P:Sl!l:CV-CH, R-D.
,Ncvos4birs& 1-1- \'.NovOslbirE4); .-C11111.21:1K,
110vos r 3k, T K . "o-vos lbi rsk
I I
The ALPHA s-
ystem of autornatic programming. Zhur. vyc!i. mat. i ma'..
fiz. 5 no.2.317-325 'rtr-Ap 165. OMIRA IS: 5)

/~A I Y
m
ACCESSION NR- AP5009396
LqUy, G,-j. (Noycalbirak)l _Bsch N. If (MojqeWrsk)j
VolcohinjR.J1. (Novosibirark); YAKqhmV-1-A---P- rcaibirsk) I Lqggjji;~ D. A.'
Oio7oatblrok) I ZmAyev-ska L. L. roulbirsk
(Ito rhuoiji. G. r."'IMT64
_q.a,
I- zu
-~ ~Qvo;ffl4i;i I Vdahkovich, q.
not-A.- Y . NoTcalbirs0l MMA*vlch.
Yu. (1;6yoaN"irok) j F~tontq, T. V. Wovosibirsk) I uwft"
(Povwibirsk)
TITLEt ALIFA autoraticjF9gra-a aysten
SOURCE., Zhurral vychialitallaor macematW i uttomatichookc7 Unikil it Wo
1965, 317-325
TMC TAGSs automatic computer programming, comptiter lanv-ze, cooputtr x7stem,
macbine translationf computer/ALITA computer programming, ALITA, posputir,.
IwWjap, ALIFA computer aystes
1) VA -AOC630ftal
ABSTRACT: T16 irhcle presente a detatl.~.d.d;i~d~tjon of Ithi
- - ...... - I-.-... A W(MV, 1-1.1 .1. 1 . .. 1-1--
)Progra-mr-pin'-g--Sys-ieriii~hi.clitra.i'slates from an A pe, mvgu.;igeo
ne ALI FA System was developed by a gr4)up of twelve scienUots at ihe
.Computhip CenLtr -,itdgMZ of V UncenIWR
qLftPjb hgUjMjkr
and Is Intended for We electronto compul

A.-
4959P-65
..........
ACCESSION UR- AP5009396
Int
cii
has the wlioi~ing characteristics; three-address,
:w floating-po
,one Index register, an Immediate access memory of 4096 45-bit words,
three magnetic drums with a total storage capacity of 12, 288 word1j, four
magnetic tape units with 75,000 words storage capacity eachi punch c&rd
i
input and output, average speed 20, 000 operations per a econd.
'A
The ALI FA System consists of the following components: , 1) A LF.
-language, the input language in vihich the problems to be solved are Oro
,geommod. This language in an extenolon of the A14OL-60 Impme
0
!2) ALI PA translator, the tranalating program by means of whioh the po J
!gram written In ALI FA language Is translated Into the computer,program.
Jt consists of 24 blocks witbi a total storage capacity of 45, 000 words. 7U011
'Performance of particular blocks 'and translation procedure are described
;in detaiI, and 3) the ALI, FA debugging prdcrram, which m;kkejs if Possiblo,
ito.correct*the ALI FA program withotit'studyintc the ednipater program
The storage capicity.;of the ALI FA debuq%itq pro!4T&m in Approodmatejy-,~
~2000

I IP

Z:41YMMO P.K.- KLYUKAKOVA, T.H.; KUSAKINA, GM.
J.
Investigating thenua-cracking and retarded c*king gesollnes
as raw stock for oxo-synthesis, fleft. i gas. prom t0.42
48-49 0----D t64 iMIRA 1W)

ZAVIDOVO V.I.;,2MIYEVSKIY, P.K.j FEDOROVA, Z.7*; MRA.I.;ATAMMIX., A.I.
Obtaining extracts to be used as rmr materials in the prool-'
duction of carbon black, Safteper. i neftekbimop no d,c24-26263
1717)
1. Volgogradakiy naucbno-issledovatellskiy institut wkftyenoy
i gazovoy promyshlennosti I. Volgogradskiy netrepererabatym-
yushchiy zavod.

ZMITEVSKIY# P.K.; DAL19 V.I.; KUSAKI.Nh, G.M.
Investigating the coking distillates from the ref Mming res1due'S
of Volgograd oils. Izv. vys. uchcb. zav.; rieft' i az 7 no.3;
59-62 164. ~MIRA 17t6)
1. Dnepropetrovskly khimiko-tekhne,logicheskiy Institut,

ZMIYEVTt(IY, P.K.
Nirification equipwnt in the Volgograd Potxolaum Nt~ihory.
Izv.vys.ucheb.zav.; neft' I ga2 7 no.4160 '64, (KRA 17:5)

Z1.11YEVSKIY, P.K.; DAL',, V.I.
Coking gas ails as a crude for cat-alytic cracking- Tef taper.
(t, MAL 17. 5)
neftekhim. no. 4-6-10 164.
1. Volgogradokiy nefteporerabat)-vayushchiy tavad.

DAL'S V.I.; ZMIYENSKIY, P.K.; KOVALEV, I.P.
Heavy refining residues of Volgograd l4troleums as raw materials
for the retarded coking process# IZV* vys, uch~,b. zdv.; no':'tl i
gaz 6 no.10:55-58 163* 04IRA 3,70)
1. Dnepropetrovskiy khimiko-tekhnologicheskiy institut im. Dzer-
zhinskogo.

ZM.IY.E-VSK~X,..P.f,-,,; RARTYNVIKOP V.V.
of a Wlit Aor
14~fUper. treftekhim.
164. (VJFul re:8)
1. Volgog-abkiy neftep,-~rerabal-,pik%iit,!hchiy zavod JVolgogradski
nauchno-issledovateliskiy imtitut- riefti i gaza*

P 027598 CA SOURCE CODE: UR!0318/6610001007/0013/0016
C~6~E-- ~UR/~~3
AUTHOR: Mitrofanovi M. G.% Zmiyevskiy P. K.-, P~4~~kiy. L. A,
-Ropyanaya A.
ORG: VolaoArad Petroleum and Gas Scientific Researeh LaAl~_itutell'l
(Volgogradskiy nauchao-iseledovatellskiy institut nefti,j gaza)
TITLE: -Removal of mercaptan GulfuPfrom keroset-nelt
SOURCE: Neftepererabotka i neftekhimiya, no. To 1966, 13-i6,
TOPIC TAGS: kerosene, jet fuel, desulfurization, mercaptan
ABSTRACT: A new process has been developed which makes it possible tol
I remove all mercaptan sulfur from kerosine fractions from both low-
sulfur and medium-sulfur crudes,
The process involves extractidn:11
with caustic soda in the presence of methanol; nercaptan sulfur in the
treated kerosine does not exceed 0.0005-0.0006%, which is.well up to
world standards. It is noted that the hig h content of,mereaptan sulfur)
(as high as 0.01-0.02% versus the 0.005% permitted by.the GOST
standard) is a very serious problem at many Soviet refineri4s, In fa~.t;l
certain refineries have been forced to shut off their production of
kerosine because 'of failure to meet specification as to mercaptan c~.mtent.
Hydrofining is not a,practical solution since high capital cost,

L 41075-66
ACC NOt AP602T598 J
shortage of hydrogen, and high cost of operation preclude its r4pid
and simultaneous introduction to a large number of plants. in con..:i
trast, the new process is simple and eau be put on stream in a very
short time, permitting kerosine production to be;resumed at plants
which lack hydrofining equipment and an adequate supply of hydrogen.
The orocess has been proven on a laboratory scalei and a flow sheet (giyen
in original article) has been drawn up. SM]
SUB CODE: 21/ SUBM DATE: none/ ORIG REF: 006/ ATD PRESS; 570
SZ~
Ilb
if if'

ZMOLIK# A.P inz.
The standard of magnetophone quality. Slaboproud'y pbzor
25 no-4:241-243 Ap 164.

25

~:Lpnin. ina.
International-organizations cooix,iuting with t~a!~.intei~n4tlonal
Electrotechnical Comiasiou.~ Nottializace 12 ~nd. 4: 918-99

ZHOLI.K
Car
al'o,rvcltag, ,,,d
legUarr.
-173 Me '64 Slabopoll(ly Cle
f, 172,

ZWRA W.
"New principles of granting credit to cooperative Eocleties..",
p. 8 (Rolhik Spoldzielea) Vol. 10, no. 5, Feb. 1958
Warsaw, Poland
SO: Monthly Index of East European Accessions (EEX) M. Vol. 7, no, 4,~,
April 1958

b.1
Of tlie
in
9'3* za
to.7--196-197 G-m-Illssim
Sl~

--------------------------------
ZMOLIK, Antonino inz,
Climatoteabnology nomenclature. Normalizaas 12 go.8:2.35 Ag 16A
1. Office of Standalzation and MDasurement, Prague,

Z/039/60/021/6
V04/040
3073/Z135
AUTHORS: Jan Musil and A.. znolik (Engineers)
TITLE: General IEG Meeting in Madrid
PERIODICALi Slaboproudi Obzor, 1960, Vol 21v Ur 17-PP
ABSTRACT; Report on this meetingt whieb wits hold botwee~.u June 30.1,
and July 10, 1959. The work of the foll.owing sub-
commissions is.reported on:
Sub-commission 16-3, Interference in slaijisl ri4dlo
communications.
Sub-commission 39-1, Electron tubes.
Sub-commission 39-2, Semiconduator element,13,
Card 1/1

ZMOLIKS A.
"New international recomendation of the Inte mation*1 Eleotrotechnicall
Comrdssion.11 P. 335.
SLABOPROUDY OPZOR. (Ministerstvo presneho strojirens,tvi, Yanisterstvo
spoju a Vedecka. technicka spoleenost pro elaktratech nJ.ku prl. CSAIt).
Praha, Czechoslovakia$ Vol. 20,, No. 5P may 1959o
Monthly list of East European Accessions (IMI), LCp Vol, ~j~ No* 8j,
August 1959.
Uncla.

ZWLIK). ~A, _~nz.
N(menclature of semiconductors. Slabaproud~ obzdr 25 no.101
622 0 16/,.

71,10RAY, I.
MILITARY NAVAL SCI7-',NCES: GEWOUL
Periodical NASA VEDA. Vol. 5, no. 10, Oct. 1958.
ZMORAZ , I. A national scientific seminar on the fasdioliasis of dcmestic animals. P 459.
Monthly List of last European Accessions (BU-1) LCP Vol. 81 nD. 3, Harch, 19594 u6cl-

0, vlht of Ly"If" TI'I:o Is O"Arime.
Tile narwin tlic..-ry of tl-~~i tifiaht for ii" IfnLbri. 11;~,
1113.
--.t Etro, Acc~:sAons Li3t, Vol. 1110. 9, 1~6ijj Lib. of Congress.,

LO&W I I
Fir st Coordination Conference of CzechosloVak 901minthologistso
Vestnik GSAV 72 no.1:93-91+ 163.

CZECHOSLOVAKIA
Helm intho log i c al Institute of the $1 ovak Acadezq of
0. fo-riginal version not~givon
Sciences, Kosic -7.
"On the Problems of the Ecological Understanding of Parasite
Specificity,"
Bratislava, Biologia, Vol 21, No 4, 1966, pp 241 245
Abstract juthor's English summary modifiedj: The generally:ac-
cepted aefinitions of parasite specificity are discussed. A basic
concept of specificity is presented by the author and mathematical
equations expressing this concept are presontod. ' The only ~specifie
relationship is that between the host and the parasite* The num-
ber of specificities should be reduced so that ecological designation
could be narrowed down more precisely, No references, Original
article is in German. (Manuscript received:6 Dec 65)-
77
CZECHOSLOVAKIA
Mi"XMI&I LE-12TAN, Pavol; Holmintho logical In-,3titute, Slovak
'OH
A
-demy of Sciences (Helmintologialcy Ustav Slovenskej Akademie
Vied ), Kosice.
"Catalase Activity in Sexually Adult Pemales of Ancaris Sum,,"
Bratislava, BioloElia, Vol 21, No 10, 1966j PP 749 754
Abstract: The catalase activity of the f0malOIJ of Ascaris wAum
varies Fo a great extent. The variation is probably due to 'tfte~
age of tite helminth. When the material was homogeneous, as far
as age is concerned, the activity wao a function of body weight.
3 Tablons 2 Western., I Czechj 3 Russian referonces. (Manuscript
received 27 Jun 66)0
46 -

ZKOROVICH, T.A,-,,,,
Generalization of the secoad Abolldim theorivi lmi the O*OV7 of Pd*dr
5*rles. Irauk.nap.Xiav.ux.g as.9:129-133 t50 (an 9:110

M R L) %J H, V- M
Oit t1lo stilue U" Ufa$ of 00C
--of-UMV-0inT functim'-:j fjolkhjfy-~, Akad. N1140 Y I
Hathadatical Reviews (N.S.) 72, 833-W6 (1954, (161slan)
Vol. -15 110- 3 The author announces a numbex of theorems on L cll~avi
Haroh 1954 of functions regular in jxj0 in K Li that.
VathemUcal Reviews

.14 No. 11

Vol.
t

-e
E

Dec. 1953 "
l 2v DA
Analysis where
FW
and gl(a), J-1. 2, it ii non&&vnring functionion Er" -T) .
f for which j4j(-ir+0)=4pj(-V)-Q and jxj(;r)=!Nr.
Thhi theorem confiins a 4arlety of preii6ustv Cnown
;d
results as special ta~,-9. Apt4i tion as ma ~ t~
fo;mulas Nr function$ ' which am regular aW i inivalent in
K and (a) convex, (b) starliki-, -and also for fitn~tion4 mere. I
A
morpHf.-. ind univilcnt in K.

ZKOROVICH.,_T.A..
Certain special classew of analytical functions on$--uhserted In
the circle. trsp.mat.nsx* 9 no.4:175-182 154. (KWA 8:1)
(Functions, Analytic)

SUBJECT USSR/MATMUTICS/Theory of functions OARD FG '500;
AUTHOR ZXOROVI6 V.A.
TITLE On the limits of the roots of aLgebraic polynomials,
PERIODICAL Uspechi mat.Nauk 11 5, 179-183 (1956)
reviewed 1/1957
Let be given the algebraic polynomial
P(Z) aVZ*4 '(e,0 0, an 0)
1=0
with real or complex coefficients. Then,the folloving:theorems are vaiidv
fla -n--T k-n-i k-a:
k I I
1. For n~;2 be R - max a and R. max: a
n k-o 0 k-1
Then all zeros of (1) lie in the ring
(2) x IZ14
no
where x is the single positive root of x n+1 -2x+1 0being different. from 1.
This root satisfies the inequation

I iU NEW I H Ito. I! f 11 If I I 11111 1-,
card 2/3 PG 500
179-183 (1956)
auk ii
L 5,
'Uspechi Mato,,
..
2 + 2n+2 2 2n+1 n-k
q: (R Z)
hw-th -4
kwo _0
(2) are exactt The lower On
k
The limits of k a*
TA
and the upper one reaches the polynomial z kMI
I
a 'i ~ic-n
n-k then
k-I
2. If IL max a
n+1 a
k ln k
R
number of zeros of (1) in th4 circle IZI .4t
where k >1 and n( is the
k
the circle
a Omtside of
3. Let k 6k
so: n-k 1, 2, - - -
Z- (1+
Uspechi mat.Nauk 11
--.j- 5P 1`79-183 (1956) CARD 3/3 500
there lie at least k zeros of
4. Let q(z) - 1+b Iz+b2Z +**.+b nz and Itlbll+,,,+Ib nIM
2 A. let.S(Ajn)~
denote the class of polynomiale q(z) for fixed n and A. Let,rk(A,n) bit the.
exact upper bound of those numbers r >0 for which in the ci-rals lzle_-rk
k
there lie not more than n-k zeros of each polyn6mial of the olase S(Aon). For
a polynomial of the class S(L,M) holdat
rl(A,n) - (A-1)
With a corresponding restrictiongfrom these theorems one obtains the results
of S.K.Singh (Proooffat.Inst.Sci.India IL 5, 601-603 (1953))v

ZKOROY12L -T-A- (KIymv)
Certain classes of aiuilytical functions in a eIrcimlat ring. Nat.
.abor. 40 no.2:4,je-238 0 056. (Kpu q: 12)
(Fmations, Axilytic)

ZKOROVICHo VA.
to roots of algebraic pol7nomialso Usporstmmuk 11 no.5;179-'
183 3-0 156. (Wak- 10 - 2)
q
(polynomials)

J, j

~7.
M1120FOLISKIY, Yu.A.., otv. red.; BEREmIsKly, 1 ".m.: red'! IS'
0 . 4.
IF
; LY I K 0 ,I.I.j -d.~
K.A., red.; 2140FQV~_Q~.,_ re
MARCIMIKOP V.-E. red.; PARAMUK, O.S., red., FOL(OilY,
G.N., red.; FILICUICOV, F. F. ,red.; KUWMVSKAYA, N.S.,,
red.
(Mathematical pbysics] Yateir-aticheskaia fizika.. :tKiev
Naukova dumka, 1965.
156 p.
1. Akademiya nauk UIRSR, Kiev.

ZIMOROVICH, V.A. [Zzorojyah, V.A.)
On c~'R&h theorems in the theory of extreutxt~ estimates in
special classes of analytic functions. Dop. All UILSR n0.6.,
980-984 165. :(NIRA 18:8)
1. Kiyevskiy politekhnlc~aski-y. lnstitut~

ZKOROTICH, V.A.
One of Hatblea's inequalitAss, Izv,vys.uch9b.1vSLv.; nat. no.l:
123-124 160. (MIRA 13:6)'
1. Ki)revskijr plolitekhnichookLy institut,
(Inequalities)

ZHOROVICH, V.A.
Distribution of roote of algebraic polynomials. 1%v'. TYR. uche~~.
zav.: mt. no.4:56-63 159. NIRA 12:uY
1.Kiyevskly politakhaichookiy inatItut.
(polynomials)

16(1)
AUTHOR.
TITLEt
PERIODICAL;
ABSTRAM
Card 1/3
Zmorovich, V.A. SOT/140-59-4-0/26
On the Theory of the Distribution of-Zerog Of Algebrai b
Polynomials-
Izvestiya vyvehikh uchebnykh zavadani3~#,Mateaatikaj '1959
Nr 4, PP 56 63 SSR)
(U
Let
n
0
(1.1) P (Z) a,,z Ti 2 a:~ a 0, 4p 06mplex.
n 2:
no
Let denote t
a,,
a)o 0$1$ 94-1) 0
1 2
a
10 theorems of Singh Z-Ref 1 7, Dan Sun-shi, Z-Ref 3:7 ind
Rahman I-Rof 2-7 are once m;re formalated:and compired-pi~.Theauthcr
generalisee results of'Parodi Z-Ref 5,6 7 Theorem 11'.%
I n the domain z > r. + + + Vn) wh e~re

9
$0V/140-59-4-0/26
On the Theory of the Distribution of Zeros of
Algebraic Polynomials
A n-1 a >1 and integer# (1.1) positessell 36t least
n n +
zeroo.
Theorem 13 1 If (1.1) satisfies the c6n41t4on
n-1
0C P-P >1 + Z W-k (k ~ n - p P 2o3p ... t ti)
kal
then p zeroa of (1.1) lie ip the ring,
< z < + -+4,x,)
2
n-1
where n-p an& QL n - p)
a I
K-o
Card 2/3

'On the Theory of the Distributioo of Zerov' of 3OV!/i4O-59;,-4-8/26:.
Algebraic Polynomials
Theorem 14 1 If a 0 >
?x- k
n-p-1
+ W-k then each of the!p zeros cr (1:0) in jZj> I
k-o
lie in one of the p domaina!
a
1z(Zp + a,-P) T, k
n k-o
Thwro~are-6 references, I of which ia $6riet,~.,tChinesoi
2.Indiani and 2 French.
ASSOCIATIONt Kiyevskiy-politekhnicheekiy institut (Kiyev Nlytechnic
Institute)
SUBMITTEDs May 12, 1958
Card 3/3

6708$
to
4604-16, a0 o o SOV411-59-1-3:
Translation from t Referativnyy zhurnal,Yatemati)-,a,1959,Nl! 1,P 58 0-4113RY
AUTHORt Zmorovich, I
TITLE: On Generalized Analytic Yunctions
PERIODICALs Izv.Kiyevsk.politekhn.iD-ta,lc,156,19, 3 '65
ABSTBACTs The author represents the foundations of tin al6orithmic t~eor'y
of the functions f(z) - u + iv (z -.x + iy) which are:defined,by the
ell.iptic system of equations
u a(x,y)v + b(x,y)v
x x y
u c(x,y)v + d(x,y)V
y x Y~
Differentiation and integration are conittructed in' the~class of t4esei~
functions (for more details'see Referat:Lvnyy zhux'161.11~tematika,1957,,
1367).
G.N. Polozh.LY
Card 1/1

16(1)
AUTHORt Zmorovich V.A. SOV/40:-:14-4-13/27
TITLE: On the Theory of Special Class-as of Schlicht,ounctions.'Ii
PERIODICAL: Uspekhi matematicheskikh nauk, 1959,Vol 14,Nr;4,pp 169-172 (USSR)
ABSTRACT: The present paper is a direct continuatibn of rRef 1-T Tho
author introduces two classes of functio,71B schlicht and'replar
pea.al aubala~ses
.Ln the unit circle jzj-::1 conbaining as ve a
the classes treated by Tchakaloff f-Ref ~2 v:nd Thale fRef:3_7.
It is stated that all these classes belong to the "almQat convex"
functions of Ozaki Z-Ref 4-7- Finally it.' is pr(vedl
Theorem: If f(z) is regular and convex in 1:~' I Ic I C,are
I?
complex numbers, IA,* 0" laig fe- then F(z)- (z)+C
2
is "almost acnvex" in 17, 1 e-1 .
The author mentions L.Ye.Dundu,chenko, an(! B.N.Rakhmanov.
There are 6 references, 2 of which are $ovie~,:l Americ&n. French,
I Roumanian, and 1 Japanese.
Card 1/1

AUTHOR: ..ZmorovjLh
S
V/42-14-3
TITLE: On the Theory of Special,Claases of Schilich t iFunctions -1
PERIODICAL: Uspekhi matematicheakikh.nau:,c,1959,Vol.14,tir'3,
pp 137 -1144 (USSRY
ABSTRACT: The author considers certain special~o.lasseo of schlicht
functions, to which there belong in partic0ar the fun'ctions
convex in a given direction introduced':by 110bertson /_rtef~i 7
and some function classes of B.N. Rakh Imanoy Z-Ref 2 1.;it:i5
shown that all these classes are subalasses7of the ;Iioe I:
of the almost convex functions of Ozaki 'Z_R0f 3 7. The!
author proves a general theorem on schlicht.fun6tions in
schlicht domains with anarbitrary connectivity. The theovem
ft almost convex functions ot Ozaki and a tiieorem of Rogozhin
I-Ref 4 7 are obtained as conclusions.'Altogether there are
three tReorems and several conclusions. - There are 5 :re--:
ferences, 3 of which are Soviet, I Americanp and 1 Japanes,e.
SUBMITTED: November 19,1956
Card 1/1

[Zmorovych, V.A.]
One f ormLU of the theory of,pultiple lntegralmlwi~h summary
In 39nglish]. Dop.AH URSR no.12:1281-1283 158.1 OMIR&.12:1)
1. Kiyevskly politekhnicheskty Inatitut. P~?edhtavll skaderftk
AN USM B.V.Gnedanko (BeVRaledonkol.
(Integrals, hfiatiple)

ZPDROVICEI. V.A. [Emarovych, V.A.]
On the theory of special classes of univalent functions. Dop. AN UM
n0.1:5-9 159. WM 12:3)
1. Kireve kiy politekhnicheakl institut. Prodatavi.1 aksAenik AN USSi
B.V. Gneclenko (B.V. Hnieden
(Functional a;alysls)

AVTHORs Zinorovi 6h V.A. BOV/4hb-56-2-10/20
TITLEs ...n,Some Marks of Convergence and Divergenoe,for Series of~
'Positive Numbers (0 nekotorykh pritnakakh skhodimosti i pqs-
khodimosti znakopolozhitellnykh chislovykh:ryadoV:)
PERIODICAL: Izvestiya vysshikh uchebnykh zavedeniy Hiniateretva, vyssheg ,o
obrazovaniya SSSR, Matematika, : 1958, Sir 2, pp 10-117 (USSR)
'USTEUCT s Let ~pk~ be a sequenae of positive numbera, p,.>,,1, Pk
.,,l, where f(t) is anoVincreasing,
t Go
not negative function on L19co], where -f(k) converges. Let
the sequence (pkj be as above.and lot it satisfy~(3). Then (1).and
(2) converge or diverge at the sane tins. . . ~ i
Three further theorems with conclusions giv6 improvements of
older results of Bugayev [Ref 2] and the proof or the necessity
of certain sufficient convergence conditioan conjectured by the
author fRef 61
There are 6 references, 5 of which are Soviet, 1.French, 1 Indian,
and I German.
ASSOCIATION:Kiyevskiy ordena Lenina politekhn-Laheakiy institlit (Kiyev
Polytechnical Institute distinguii3hed by the- Lenin Order)
SUBMITTED: November 15, 1957
Card 2/2

16(l) SO 1-59
V12 -1-2/26
AUTHOR: Zmorovich, V.A,,
MI[P
ILE: "of Special Classes bf Tinif oliate~ Fu~ctidns
(K teorii spetsiallnykh klassov:,:odnolistnykh f~mk~siy)
PiMIODICAL.- Dopovidi Akademii nauk TJkrainslk,oi RSR, Nr 1,: .1959,
pp 5-9 (USSR)
ABSTF-ACT: This article establishes a few strucLural foroulae, of
some classes of unifoliate holomorphic functions ;,Ln a
circle jzj 4_1 of anal7-tic funct ons, iipon wh:'ch, some
of the formulas of L.Tchakaloff A III Thale ('91 0.d
others are based. 4so estab4sho4 a strud,t,ural for-
mula for classes L L 000 1
a f B.N. Rakl-uianov. Four
theorems are examined and proved true. In the; prQcess
of calculation, the regular functioniin circle: jzj< 1,
which makes possible identif;lcatlon of the convex:func-
tionlf(z) in that circle, and real number Y, i s d6sig-
nated K Convex f8netions in circle jzj/_1 are 'Called
Card 1/2 functions"of class S Every stable'functioii ~on 'segment

On the Theory of Special Classes of Unifoliat-6' FU:66tions,
Z-a 0 7 is. cailed a function of (class U, with, aliml-
ted Variation on that segment, and ot (ilass Mhj~ w1he n
it has a variation h. F(z; (4) stands for continuoLls
function of arguments z and () whon z _,~- p and (Y4< ~ 21%
at p,_,l and is arbitrarily close~to 1. Other desig-
nations are standard mathematicala T~here are 7 re-
ferences, 3 of which are Soviet, EP-SI-Vish and.:onj
Japancoe...
ASSOCIATION: Kiyevskiy politekhnichesliciy institut (Kiyev Polytech-
nical Institute).
PRESENTED: July 14, 19587 by B.V. Gnedenk-o, Member of the',AS!
UkrSSR.
Card 2/2

16(l)
SO.',7/21-59-4- 21~~7

AUTHOR: a
Zmoravich. V.A.
TITLE. On the Boundarles of Cu-rvat---ir,-, Fl,u(,- uuiit-don of a
Plo-ne Curve Image in Unif oliate ~ (10r-f ovul".11 r-11--vouincr,
PERIODICAL: Dopovid'- Alkademii, nauk Uluain--~kcj.f. RkSA.14 1959
Nr 4
P. 351-354 (USSR,
ABSTRACT-. Furthering th'- works by L,T-~~akalcff' .. Ref -1 a rid

D I-'[-,o/ ne
L.Ye. larxdu,:~Iio ~ff e-f 2 V lie c
iuthov c :c:.,ja -i, o general
prcblems of d.istorEIGn. o~ t-%urvat-ii.ve iu, a p e c ri, r c
--ir. ur.1.1-oli-ate co.n.formal mappiug,, , The~ princlip'll, aiin

of' this article ir, to atr;!4~n
tiin% ~:~f matbe--.
maticians to ~Lnvestigatiora of a .-Iew s~,ries of ~os---'Lble
extreme -croblems of t.-,,e the,-.,.ry un,--,J'(~Iiate I'var.1.3-7
tions. ~-aneral estimati,-.-ns (13)-and (15"
ar e astab---
1--shed for fluctuations of the curvature or-, a mult,L--
Card 112 tude of possible directions of U,,en ttugent of the

On the Boundaries of Curvature Fluctuations of ar~lane Curve
Ima-e in Unifoliate Conformal Mapping
initial curve. Two exanples ar,lai conoidered. De-'~
signations arc standard mo ther:ia-u:L(,,-;d :Th--re are
2 Soviet references~
ASSOICIATIOM Kiyovskiy po lite' Ichniche s1dy in-s'Gitut
(Kiyev Pbly~
technical Institute)
PRESENTEM By B.V. Gnadenkc, M-~Wher of th,--t A.") TYtr--3,`)R
SUBMITTED.,~ De(-,- !mter 7, '19r:8
Card 2/12

AUTHOR: Zmorovioh V,_A,
TITLE% On Generalization of Schwarz's Integra~' Formula~on n-COnnebted
Circular Domains (0b obobahchenii inteirrallnoy formuly.,Shvar-
tsa na n-avyaznyye krugovyye oblasti)
PERIODICALs Dopovidi Akademii nauk Ukrainelkoi RSRj 1958, Nr 5, PPA89-'
492 (USSR)
ABSTRACT: u-
The author finds another form other thsn Xes
chkowskila,form
.
.
la for the generalization of Schwarz's formula, which~ia.more
convenient for various applioations. It looiks as follows:;
2 rr

(Z) F- (z; 19- -oc 4~
Z rr

-1RIfere Mand A are real constants and, OL (k 1,2,....,
This formula is a generalization of thle Schwarz integr,41 tor-
mula on n-connected ciroulr domains, which ireduoes to:the,
-former at n - 1. If the boundary of a~n n-c6nnected domain
consists of ordinary closed analytical ourvits, the formula
of the author can be extended to this case by means of a
certain auxiliary conformal mapping. Making use of his for-
Card 1/2 mula the author establishes the atruotural.formulas for three

On-Generalization of Schwarz's Integral Formula on n.-Conn4cted Circular
Domains
important classes of singla-iralued reg4lar functions i~ n-~
connected circular domain,s, which was tiot p6stible to I6a-
complish with the aid of Mesohkowskils'formulel / Ref Ij.
There are 5 references, 2 of which are,,Sovi(it, 1 German and
2 Finnish.
ASSOCIATIONj Kiyevskiy politekhnicheakiv institut (ItiyeviPolytechnic In'
stitute)
PRESENTED: By Member of the AS UkrSSR, ]).V. Gnedenko
SUBMITTED! October 10p 1957
NOTE: Russian title and Russian nanies of individumlis and inatitu-;
tions appearing in this artiale have bfllen u~6d in the iranni_
literation.
1. Integral functions-Theory
Card 2/2

lZmorovych, V.Aj
Generalization of Schwartz' inte&Tal forwla~iou u-0onnected dft-cul~r
domains Lwith summarF in Inglistd- JJOP. AN M$R no: 5.-489-492; 158-i
(tuRA 11:6)
.l.Ki7evskir politakhaichookiy institut. P~reaatavlhno akademikom
B.V. Gnadenko LBV, HnisdankoJ.

21-513-,7-3/?7
AUTHOR: ZMorovich, V.A.

TITLE: son's Int~
on a Generalization of Pois egral'Yormula for
n-Connected Circular Domains (Ob obobshchenii integrallnoy
formuly Puassona na n-svyazny~ekrup,1'
pvyye oblasti
PERIODICAL: Dopovidi Akademii nauX Ukrains kol. IiSR, 9!~ f3 11r 7,
pp 698-701 (USSR)
ABSTRACT. The author considers a unifoliate n-conndcted domain F.

whose boundary consists oT n-circumf~eran-~ef3 o f j -circles
described by the equations:
a~ + Rj L~~ 19:21_~r; C~1--0 2
He looks for a formula which can define every regular In
K
harvionic fl.inction in the pointo of
and continuous ir K
.
n
the circumferences of ij in a. f orr,,~ more ;corivenient than
those of Venchkowski ( Rof~ 1) n-nd~Sekkj, (110f. Th,:! n e v -
Card 1/3 1y found representation loo'ka bis fi;llovs:

on a Generalization of Poit3sonla Intcigral Farrafilw:Tor d4onn P--, te-iCrt"ul;.,r
Domains
lit
iK
(O)RE F~ (Z P ,g
2 n
where F k (z; (k 1~2,..,n) are unif:oliate in 1~ f tmc-
!n
tions introduced by the author (Ref, 3) and
2 rr
This is a generalization of the Poisson, integral f 6r muIla
for n-connected -anifoliate circular dompi,ns, !~M_Dloyin6
this formula, the author proves some general theorems:
about the integral represientations:of T:arious clusees!of
analytical and harmonic functions in n- :connectled circvlar
domains. In particular, a generaltzed.'Poisson -~jensqn
formula is established for domains.
Card 2/3 There are 3 rel'orences, 1 of whicl"t i Swriet and 2 Finnish,

On a Generalization of Pcis~,,onl.) llltql~ral Fol-rilli-In'l,c~r
Domains
ASSOCIATION: polit-okliniclieskiy iwit i tut;('i',iy(rv Pol ~fechnical
Tnstitute)
PRESENTED: By Member of the AS UkrSSR, FV, 0 ne il o nk c.
SUBMITTED: February 18, 1958
0 TE Russian titlp and Ru,-~sian name-s~t-,-.p
~L nd L viduals~ ilinet
institutions appearing in hlr, mrticle have beo;l ucild
in the transliteration,
1. Polsson int egrT a-App 1A. at! oils,
m, o nc ~Ct4
Ons
-Applications
Card 3/3

AUTHOR: 9- 1127
Zmorovich, V.A. S07-21-50-~
TITLE: On t-he 77e-ory-o-f -Convergence of Fositivie. Numo'ridal SeriO
(K teorii skhodimosti tnakopolozhitel1nykh c-hislovykh.r;Yad6v)
PERIODICAL: Dopovidi Akademii nauk Ukrainslkoi RSR,' 1958, Nr 8, pp~8051809
(USSR)
ABSTRACT: The author proves four theorems to be Used initesting for bon-
vergence or diYergence of.positive numiirical series. Ee
shows that in certain cases they can b(i reddcod to tha:thep'rems
formulated by N.I. Lobachevskiy, V.P. Yermakov, A. qauohy,
0. Schloemilch and N.V. Bugayev. Hoverer, it.. theorem of the
~
nciusions
latter (Ref. 10) was found to be incorxect, and some c0
based by Yermakov (Ref. 4) on this theorem tire therefor~-e un-
founded. In the author's opinion, the theoreins proved''ard of
interest from the viewpoint of the general theory of convorgence
and dive-kgence of numerical series, due to 4 certain complete-
ness of the results contained in them.
There are 13 references, 10 of which are Soviet, 1 French,
1 German and I English.
ASSOCIATTONt Kiyevskiy polltekhnicheskiy institut (Klye*~ Polytech?~Ical:
Card 112 Tnatitute)

_7 i:
On the Theory of Convergence of Positive Numerical Seiries; SOV-21-50-8-i/27
PRESENTED: By Member of the AS VkrSSRj B.V. Gnederko
SUBMITTED: March 6, 1958
NOTE: Russian title and Russian names of indlyiduals and institutions
appearing in this article have been useld in the transliter4'tion.
1. Mathematics--Theory
Card 2/2

ZKONOTI(Mg VA.
Convergence of positive-mign oerles, Iz-v. vyo+ uaho~* C".; 3104
no.1:60-79 158. (Nm A-05)
1. Klywoldy ordena Ioniza poUteldadchookly inatitat.
(Series)

ZKOROVICH, YeA., prof.
nic syntheate. In radio enginserirk; and also immmicationa
by A.M. Zaazdnyt. Revieved by T.A,. Zmorovlch~ Izv.!vXs,- ucheb.''
zav.; rediotakh. no,2:259-260 Xr-Ap 158,,
(Radio) (Telecommmleation) (Undnyl., A,K-,)

ZYMOVICE, VIA*
rtaln syvtoms of convergeAce and dIvergenoo. In p~mltivs-slp~
n=bor seriese Izvov7e. ujohob, tavo-,* wtv no'.2:106-47 '58*
(Kink
I*' KiMakly ordena 14nina politekhalcheakiy, inmtitlA#'

'Inc)
TMLIBAUM, S.I.; k'0ROV'ICF1, V.A. LZmorovychp V*A*j
Possibility of improving the clearness of imMa~ prod-wad by
optical instruments [with summaxy In Snglish]. 31op. kU MBW-!'-
no.4:323--327 157. 110)
I.Chlon-korrespondent A3 MM (Tetelfbaum). 2.1natitiat alektro-'
takhniki Ali URSEL i KiivalkLy politaTrhnichnly irititijM,
(Optical instruments)

21-4~4/24
AUTHORSs Tetellbaum# S,T,A Corresponding Member of the Ukrainian
Academy of Sciences and Zmormych, V.A,
TITLE: On the Possibility of Improving the Clearness of Images Produced
by Optical Instruments (Pro mozhlyvist,l polipshenn a chitkosti
zobrazhent, utvoryuvanykh optychnymy insitrum4ntasr~
PERIODICAL% Dopovidi Akademii Nauk Ukrainelkoi RSR, 19571: &49 pp 323-327
(USSR)
ABSTRACTt The clearness of images is essentially restricted by the
diffraction properties of an optical symtem. It is possible to
improve this clearness, if characteristics of the optical de-
vices used are assumed to be known.
The artic1b describes a method of such an improvement proposed
by Totellbaum and gives a proof of the uniqueness of the aolu-
tion deduced by Zmorovich.
The method consists in the solution of an integral equation in
n-dimensional space which looks as follows:
( q), (hj,,) p, e) de, /cr, 17.
Card 1/3

TITLE:
Card 2/3
On the Possibility of Improving the Clearness.140/elmages': Pro
duced by Optical Instruments (Pro mozhly-'v*istl:polipsh n.n bit
kosti zobrazhentg utvoryuvanykh optychnymy instrument: my ~a c
where F is the known function of coordinates k, freqUency
and other parameters p. This function corresponds to thie less
clear image of an object and it is foundjrom.experimental data
(for instance, by the photometry or densitome.~ry of photograph-
ies).
The function F which represent an investigate d object more
clearly is being sought for. The kernei of o0ation ~ oharac-
terizes diffractional and other properties of the apparatus~
used, and of the observational conditions.
This method can be applied also to ultrfi.soni6 devices, radio-
technical tools with directed antennas, spectroanalyzerd# etc.
It is expected that the method proposed*ill:%aks it possible
to improve the clearness of izages by eoveral times#
On order to find the function F9 it in expedient to uee~an
algorithm to be applied In modern high-opeed,slectronic:com-
puters or special integrators,
Do references are given.

AVTHORt Lev)
TITLEj On Some Questiopts cf 6f Seriea Vitli
3khoditridsti.
Poaitive Terwi (0 nekotorykh voprottakh
,
znakopolozhitellnyk,h ryadov)
PERIODIUALs Izvestliya vyashikh.~uchebitykb zavodeniyl 111.ni~vterstva ashilgo
obrazovaniya SSSR, Matemdtika~1956,Nr 1~ pv: 60 - 79 SSR)
ABSTRAM The author explicitly deals vrith the alder~Russian pa~ers!of
ef 'T-5
Yermakov [Ref 6-9] , 13uvayev ~Ref 1,21* and :BukreTev N
.
conce-rning thp aonveTgonoe of serloi04 ~The p~,rinoipal r6ou1j;s
consist in the proof of the nocesjsit~'bf thin cawrergqme ton-
dition of Yermakov and in thif proof that a convergendo' orl -
terion. of BuP,a7ev is rtothing,but a spaPial ~mse of a:resu" It of
Schl6milah [Ref 131.
Let the function f~x) bs uniq.U6, positive attd continuous 05 n
[I, + oo the integra!
f (x) dx and tho series f(k) a'rezi

assumed to converge or diver,ge simultaln-toualy.
Let O(x)E E denote that thare exists: an a ~>O so :that*x)
Card 1/3

On Some Questions of the Converp
ence Theory of Seri, -s sdvA40 50- 1.:7/21
With Positive Terms
is continuously differentlabie on 16. cc 0C (X) >05~ O(~) >X.
Let a property A b,~ dialled, a%momt immediately: satisfied! on'
(a, + co I f JA-t is sati3fiod on, [bg I- I
OD] 'b ).a
With these denatations the ab.-ve inenti-,=ad '"GrADIetion 04, the
theorem of Yermak--~v [Ref 61 :beads as fAions R
Theoremi For The ~,,onvergenr~-zF (D1-v*x,gev!j,.-!) oj' -the seri -,0
CIO
f (k-)
it Is nocessazy and Sufficient that thipre existis a 0(i)E~
and an V,, 0 < (an A a o that on + oo]
f (0 (:c) 0, ( X) f (X)
f (9 (x) 0 (x) A f (x
a.9 satisfied almost immediately.
Altogether the paper cortainiv 7 definitionsi. 7 lenmata~ and
10 theorems which in most oaiNes are. ~sli.E;ht iodif'catio~ S ,
J. M of
well-known results. The lamt two sec--ti -t)ms 10~ve a somewhat ~po.-
lemic character and deal with the invewtigafii.on of Oiwt~rovmki
[Ref 14l published some yeario ago.
There are 14 references, 11 of which wi.--i Soiriet~ 2 German.: aud
Card 2/3