SCIENTIFIC ABSTRACT BAVIYAN, N.A. - BAWOLSKA, M.
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S
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100
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December 31, 1967
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NZWOTAN, A.Ls; BAVITAN. N*A*; DOXHIVAN. A.A.
Amines and their derivatives*- Report No.l:
Preparation of various
zh-&lko3qbeuvylaUWI&minese lzv* AN Arm. SSR.
lhimenanki 21 no*4:
273-2?9 158. (XIRAniu)
1e Institut tonkay organichaskoy khlmll AN ArmSSR*-
Usims)
RAVKO,A.K--.; SEMOKAW.H.J.
ORWO-1-- -
Coprecipitation In quantitative analysis. Part 3.
Radioactive
tracer study of antimorq manganese dioxide
copreelpitation, Zav.
lab. 21 no.7:767-773 155. (MLOA 8:10)
1. Institut obahchey I neorganicheakay khluil Akadeall
usuk USSR
(Precipitation (Chemistry)) (Antimony) (Nanganess
dioxide)
Planning and keeping accounts of production
costs in tba milling
and groats industry, Muk.-Olev-Prom, 23
no,,1:12-14 Ja 157.
(MM 10:5)
l.Odeaskiy takhtologicheekiy Institut.
(Grain milling-Accounting)
BAYL~~,~o Siy- 44M 1c4-.NASLMXOT. Ivan Malentlyevich;
RUBIN, K.,
red.; XOILXCH~MOVA'.04!
9 .. takhn.red.
Elconomical operation is the method of socialist
management]
Reshim ekonoull - matoa sotsialistichaskogo
khosisistvovaniia.
Odessa, Odeszkoe oblAzd-vo, 1958. 37 P- (KRA 13:1)
(Odessa--Printing machine and supplies)
(Factory managament3y
2AVLI, Georgig Samoylovich. prepodavatell; WASI. 0V,
Ivan Malentlyevieb
Its -- ream"OWHANOTAO T., tekhn.red.
(300nomising Is a key element of socialist oronomic
management]
VashIm skonomil - metod. Botsiallatichaskogo
khoslaletvorsalin,
Odesekoe obl. isd-Yo, 1958. 37 p. (MIRA 12:2) -.,. .. - -
1, Xrektor savods. poligraficbeakikh mathin
00despoligrafmaw
(for lissladko-w). .
(IfficiefiiO, Industrial) (Costs, Industrial)
PAM, G.
~! -, ~
Calculating the profitableness of new measures
introduced for
increasing the outImt of high-&Tade floure
Huke-OlOTo Prom* 24
no.10.3-15 Ja 158. (MIU lir2)
loOdessidy takhnologichookir institut In* 19V,
Staliza.
(Flour mills-Accounting)
UGCLIK, Nikoloy Foulch; BATLI, G.S.
- - - ........
[Analple of the economic activity of flour,, groat,
and food
mIllsJ Analis khosialstvaml doistallnosti
unkomollaykh,
krupianykh I koAikornovykh prodprilatli. Moskva,
Ibleboisdat,
:L96o, 87 p0 (MIRA 14:4)
(your %I'llO (Feed mills)
UGOLIK, Nikolay Fomich; BAVLII,_Ge9T4y LUNA, T. 1. 0
- . _,,.Samoylovioh; AVF
red.; GOUJBKftC,**t. I.--- ' tei6. -red
[Analysis of technical standards and production
operations
of grain-processing enterprises] Analiz
tekhnicheskogo
urovnia i proizvodetvenno-khosiaistvennoi
doiatellnosti
predpriiatii po parerabotke zerna. Moskvaj, TSinti,
1963.
209 p. (MIRA 17:2)
BAW , P. G. _ _
Results of tuberaulosis treatnent in children* asrav.
Bel. 9
noo7t62-63 J1263 (HDU 1!7 s4)
1e Uveduyusbehaya detskJA tuborkuleznym otdoleniyem IV
klini-
cheskoy bollnitay Kinska( glavnyy vraoh Te.M.
Seltdimirava).
PLTWV, Yu. V.; BAVLI, Ya. L.
Cancer and sarooma of cicatrices of the skin on the
back success-
fuUy cured by electric excision and plastic repair of
the defeat*
Vop.onk. ? mo.U:8447 161. (KM 15: 5)
1. Iz kbirurgichookogo otdoloniya (zav. -
oblen-korreopondent
ANN SSSR prof. S.A. M2oldin) Thatituta onkologii AMN
SSSR (dir. -
deystvitellgy7 cblen AMN SSSR prof. A.1. Serebrov).
(CIGATRIGES) (SKIN--WCER) (MCTROSUFWU)
BAni, Z.
------- &-~~
Methods of determining labor productivity in U.S.S.R.
ciaritine ports. Mor.
i rech, flot 13 no.2:5-8 Je 153. (VIRA 6:8)
(loading and unloading)
BAMMA, J -
Organization and standardization of work In
the management of national enterprises of
light industry. p. 153. SKLAR A KERAMIK,
(Miniet4rstvo lehkeho prunyslu) Praha.
Vol. 6, noe 7, July 1956.
SOURCE: Past European Accessions Lift.
(ML).
Library of Congress. Vol. !i. no.32,
December 19,4,.
BAVUKAj J.; BROZ# R.
*Methods for reducing working hours."
P. 189 (Kozarstvi) Vol. 6, no. 11, Nov. 1956.
Pragu#, Czechoslovakia
SO: Monthly Index of East European Accessions (EEAI)
1Z. Vol. 7, no. 4,
April 1958
EAVLNKA, J.
Prices of consumer goods depend on labor
productivity. p. 1
SKLAR A KERAMIK Vol. 6, no. 1, Jan. 1956
Czechoslovakia
Source: UST EMOPM LISTS Vol. 5, no. 7 July 1956
PAUNMA, J.,- BhO7, 1i.
The problem of management and planning in socialist industry.
p.98. (Sklar A Neramik.
Praha. Vol. 7, no. 4, April 1957.)
SO: Honthly List of East European Accessions (EEAL) 1C, Vol. 6,,
no. 7, July 1957, Uncl.
BAVLITA, J. BROZ, R.
Problems of the management and planning of socialist industry. p.
122.
(Textil. Vol. 12, no. 4, Apr. 1957. Praha, Czechoslovakia)
SO: Monthly List of East European Accessions (EEAL) LC, Vol. 6, no.
10, October 1957. Uncl.
1. BAVOROVSKIY, S. M.
2. um (6oo)
4. Mechanical Models
7. Republic exposition of children's technical creative vork.
Piz v shkole No. 1
1953
9. Monthl List of Russian Accessions, Library of Congress,
April -1953, Uncl.
RAVOROVSKIY, S.M.
The Kiev medal of Lenin Polytechnical Institute in aid to
schools. Fiz.
v shk-ole 13 no.4:95 Jl-AC 153. OCUL 6:6)
(Teachers. Training of)
BAT,ILD- , A.
Lenin-fad,
IC51 .
k za-,thlet f-)r -fiork-ers on water surr-ly dealin-, with
baric h~,drolovical conceltv,
hy~roioc~ical obrarvationz, and arTiication of'hydrolo7
y in the convtruction of hydr-n-
electric tower stations, water vurrly,~and ir-rization,
canals, etC-, Tubl-Ished by
the OL'tate K~!dro-Yete:)rilD--jcal Fubliehin- House.
,6,) Vk ~ 10 v'), 1" C,
ZNAKINSKAYA." M.P.; BILDURSKIY, A.H.; BAVRILIDVA, L.P.
- I -Ell
Some data on the formation of complexes of reserve proteins
with
nucleto acids (with summer7 In Anglish]. Biokhimila 22 no-51
765-775 " '57- (MIRA 11:1)
1. Institut biokhimii im. A.H.Bakha Akademii naWic SSSR,
Moskva.
(NUCIROPMEDIS,
form fromrserve proteins & nuclaic pcide (Rug))
VOLSEM TV, L.M.; BATRIN, A-R-
Blectric conductivity Of 91YO01 comp2ex chromium
compounds. lsv.fbkt-
plat,l blag,note no-27t47-6i 152. (VTM'L 7--5)
1. Institut obahohey i neorpaicheekoy khImil Akadesit
nauk SSSR.
(Chromium organic compounds)
., ",4 -1 ,
I
UnyAlroy, A.A. ; BLVRIN, I.
Norn of a pair of integer functions univalent In a
space of two
complex variables. Uch. zap. NMI 39 no.3.*19-21 '56
(KM 10:4)
(0 W as, Generalized)
BAVRIN, I.I.
ww"00000" -
Zxact evaluation of coefficients. Uch. Zap- MOPI 57
no.4:19-24
157. (MIRA 1l-.6)
(I'unctions of complex variables)
BA -?e bftlzf~ ' '
"I - Form of a couple of analytic functions univalent in the space
of two complex variables whereby one of these functions in entire.
Uche %apt HOPI 57 no*4:33-37 157. (MMA 11:6)
(Functions, Analytic)
BAVFMij I.I., Cand Phys Math Sci -- (diss)
"Evaluations in the
theory of analytic functions of two complex
variables." Mos,
1959) 7 PP (Min of Education RSFSH. Yoskovskaya
Cblast Pedagogical
Inst im N.K. Krupskaya) 150 copies.
Bibliograph.,,- at end of
text (10 titles) Mp 35-592 111)
- 3 -
88854
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C111/C222
IMORS -Bavrin -,I - I -
TrMs Estimations and entire-functiona
PERIODICAL: ReferativMy xhurnalo Matematika, no-7, 1960, 74-
Abstract n0-7524- Uch.sap.Mook.obl.ped.in-tal 19599 771
53-78
TEXTs Let D be a complete doubly circular region the
boundary S of which
is analytically convex from tl~v exterior. A.A.Temlyakov has
shown that
the hypersurface S admits the parameter
representation1wl-ri(r),
121- r2(-C )' where the functions rl('C) and r 2( V) defined
on the'
interval[0,13 satisfy the conditions
r, (0) 0, r, (i ) e, co , r11 > 0
r I Ic d 1n r
2 exP JT-F,
Let S r(0< r:!~I) denote the bypersurface 11vj- rr,(C), jzj-
rr2(.C)
Lot furthermore
Card 1/3
88854
S/044/60/000/007/008/058
Estimations and entire functions 0111/C222
MF(r) 7 ma~F IIP(w,z)l, A,(r) -( m= Re F(w,z),
WIZ)4-Sr W,Z)6sr
Mf(r) - min WW,Z)IV
(W,S),Esr
who" F(w, OD nwm3n is a function analytic in D. Starting from
I %
~M-,Mwo
the integral reprosentation-of Temlyakoir the author at first
obtaij~s
certain estimaVlone of the numbers I by N,(1) and,A,,(I). For
t49
case that:D is the bloylinder IvI 4R 19 1214CR2 ~ it is proved
especially
(theorem 1) that
'j&minj:!52(Ap(I)-Ro F(090))R;-a--z'
1 42
Parthermoreq with the same,nothodo the author proven the
followl .1
ineqJeAtion between N,(r) and Al,(I)p z~,(r) and N,(i)
(theorems 2,t3)8
a) Nj(r)4,2(A.,(1)-R& P(0,0))((I-rl/jl)-2_1)+Ip(0,0)1, where n
is t49
Car&2/3
88854
S/044/60/000/007/008/058
Estimations and entire functions 0111/0222
d 1n r, (IC)
least integer not smaller than s-., d In-C
1/n)-2_, r-
b) ln )1n MF(I) under the condition that
F(w,z) j 0 if (w,z)6 D,and that F(0,0) - 1.
Besides the author obtains some other inequalities of the same
type.
[Abstracter's notes The above text is a full translation of the
original
Soviet abstract.]
Card 3/3
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of the
I've AP
r -
Card 2/~
88853
S/044J60/000/007/007/058
/4-1400 C111/C222
AMORS I
TITLEs Extension of the theorem of Pringshein
PERIODICALs R9f*rativzyy-zhurnal. Matematika, no-7, 1960# 73-
Abstract no-7519. 'Uch zap. Mook.obl.ped. in-ta, 1959# 77,
127-129
TEM_ The well-know3r theorem of Pringsheim an the position of the
singular points on the boundary~of the circle of convergence in trans-
forred to the case of several varialAss, The author considers funotio4s
being-analytic either in the bicylinder f~je R, jil< RI or in the
bype:r-
cons t!ir I + is I C Rj.
One of the two proved theorems reads:
Theorem 5t If the coefficients of the series
00
T(wV 2) Z a Fn Vm2n 0)
minwo
which converges absolutely in the hy7,sroone bw1+(z1O for (wjz) ED. Then for (wlz)G S r
it hold
the inequality O-r)2 1+2r-r2
1+2r-r2 _r)2
(1
An inequality somewhat different from this inequality is
proved for the
case where D - Pwl< R11 1z"CR23' Furthermore the author proves
inequalities which differ from the inequalities of the
theorems 12 and
13 of the above mentioned paper, by replacing by I the
-number n
appeari. in these theorems. From the obtained estimations the
author
Card 1/2
88855
Some inequalities....
S/044J60/000/007/009/058
0111/C222
obtainag by a map ing of the bicylinder(lwl< I,jzj< 1) onto
the region
(I= V >0, Im Z.>051 the following inequalities or a function
F(w,z)
being analytic in the region (Im w >0, Im z> 0) and there
having a
positive imaginary part: 4r r F(i,i)
sin 0 sin %f 1 2
4rIr 2F(i,i) ,,O in DI
Then in D 1
it holds
s
Card 2/ 4
'-*atimations in the Theory of Analytic NnctionB
SO11/20-126-5-1/69
.1
of two Complex Variables
2a Ile P(17, Z)
1w Fwl(w,z) + z Fz'(w,z)l < a2
where
iwi for z M 0 IZI for W . 0
-rTi 7 =r20
a - I I
max IWI + (i -,c,) izi for the other points
o 0 Ln (0,1] , r.,(1)