SCIENTIFIC ABSTRACT GEY, V. - GEYDEN, T.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000515010005-4
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: September 17, 2002
• Sequence Number: 5
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

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GEY,
UM/luelear Moice Omni RVis Noy/Doe h8
Nucle&r Physics Radioactivity
"Radioactivity of Be? V. V. Gay, 0. D.
latymbev, S. 1. ToyplAn, A. A. Tuzefovleb, 3 pP
*Iz Ak Nauk &M, Ser FIzw Vol XII, No 6
After measuring the ganw-rtdiatlan resulting
from annihilation of matter, ccmcludes that if
there Is a supplementary occipment in the con-
position of the ganna-radiation of B~7, it
does not result from annihilation of matter.
PA 25A0,T85
411* 25A9T85

rmysice - G"m $pectr= Nor 118
Weldar Physics - Radium
v~
XX%
aFine Stracttcre of the Gama Lines of PaC,' T. V. Gey,
G. 'D. IAtyahev, M. T. Pasecbnik, Leningrad Physics
Toah'lnat, Acad Sci USSR, 4 pp
Obok Ak Nauk SSSR " 7o1 L=, No 3, pp q;t
To study compitwir structure of basic lines of the
Sama spectrrm of RaC, meaBured internal conversion
llzw)e of K-electrons for lines 1,414, 1,76c, ana
2,198 keT, Mrplained fine structure of gonam li
as a rotatory atracture superlwposed on basis Ii
commected vith changes ft the internal state'of
Physizza - Mom Spectrum Nov h8
(Contd)
w A&I. SmbWltted by Acad A. 1r. loffe 5 Oct 48.
jw

NIXITINA, T.D.; ORTBXR, N.M.
Calculating the cost of petroleum products. Neftlanik 2
no.8:27-28 Ag '5?. (MIRA 10:10)
1.11achallaik planovogo otdala Novo-Ufinakogo neftepererabat"ay-ushgo
zavoda (for Nikitin). 2.Starshiy in2hener planovogo otdela Novo-
Ufinakago neftepererabatyvayushchago tavoda (for Geyber).
(Petroleum products--Costs)

All;

it

9 -4

GErCHEM J.[Hsichsako, Vj, nauchnrf aotrudnik
Model, inpression and copy .... ZTan. ta pratsia no.2.*15-16
F '63. (MIRA 1634)
(Models and modalmking) (Cybemetics)

tl
21-5-11/26
AUTHORS: Geyci.enko, V_V (Heychenko, V.V,) Cr.rre-,_(~ridinrYlember of the
AN V~j-~'Jnlan SSR and Smirnov., A.A. (Smyrnov, A.A.)
TITLE: _'.tudy of Interatomic lntera~-ti~.n in Interstitial A~loys by the
'Nave ~catterinC Wethod (Izu~heniye mezhduatomnogo vzaimodeyst-
viya v splavakh vnodreniya meto~oa. rasseyan-iya voln)
PERIODICAL: Dopovidi Akademii Nauk Ukrainsikoi hSh, 1957, Nr 5, PP. 470-
473 (USSR)
ABSTDACT: The authors consider the application of the theory of X-ray
scattering by interstitial alloys for determination of some
constants of interatomic interaction, The data obtained make
it pos::ible to find the correlation jarameters in alloys with
two kinds of atoms at the lattice points and one kind in the
interstitial positions by the intensity of scattered radiation
and making use of Fourier calculus. The authors consider a
particular case of an alloy whose lattice points are occupied
by atoms A and 13 and form a face-centered cubic lattice and
interslices are partially occupied by C-atoms, The correlation
parameters enable one to e-,-,tiinate the mi cro-nonunif ormi ties
Card 112 of the alloy, Formula 7 ~n the article can be applied to

21-5-11/26
Study if Interatomic iziteraction in Interstitial Alloys by the Wave Scatter-
ing '2,ethod
alloys whose interstitial atoms ark- nydrogen atoms, but in
that cmniv sl-1-jw noutrons instead of X-rays Hre used for in-
ventigations, Applying the statistical theory of interstitial
alloyn (Ref."6 the onergy differences of the interaction of
the interstitial atoms C with the neit-hboring atoms A and B
car. be determined, The article contains 2 Slavic references.
ASSOCIAT10N: Institute of Yetallopriysics of the AN 1.1krainian SSR (Instytut
metalofizyky AN URSR)
SUBMITTED: '.' !`ebruiiry 19~7
AVAILABLE: Library of ConEzess
Card 212

GETCffMO, V..V..; KRIVOGLAZ, N.A.; SMIRKOV, A.A.
Studying atomic interaction in alloys by means of wave scattering by
the crystal lattice of alloys. leal. po zharopr. splav. 3:140-149
6 58. (NIRA 11:11)
(Alloys) (Crystal lattices) (Particlen, Blerjentary-Scattering)

24M SOV/48-2-'-5-21/31
AUTHORS: henko, V. V., Danilenko, V. M., Krivo-laz, 11. A.,
--Gey
yeina, Z. A. Smirnov, A. A.
:ITLE: On the Theory of the Diffused Dis~ersion of an X-Ray and Slow
I.eutrona in Multicomponent Alloys (K teorii diffuznogo ras-
seyaniya rentgenovykh luchey i medlennykh neytronov mnoco-
koraponentnymi splavami)
I'ERIODICAL: Izvestiya Akademii nauk SSSR. Seriya fizicheskaya, 1959,
Vol 23, lir 5, pp 637-639 (USSR)
APSTRAM. The study of the diffused dispersion of various types of waves
in the crystal lattice of alloys offers the possibility of
investigating the arrangement of the various atoms in the
crystal lattice and the influence exerted by microinhomogenei-
ties upon alloy properties. A formula must be developed and
expanded , permitting the computation of dispersion for the
cases of X-raysand slow neutrons by the application of
"factors of atomic dispersion". Such a fornula (1) is viriluten
down in the form of a finite sum and the factors for the
compiitstion of the dispersion of an X-ray an,! of slow neutrons
are described. This finite sum mny I,P iacomposel into two
Card 112 partial. wims which consist of tho ijat:orial or non-liagonal

S0V,'j49-2'-5-21131
On the Theory of the Diffusei Dispersion of an .-C-Ra.- ~&n! 3'.-)w *Teutr01%3
in '~'Jil tic omponen "I Alloys
members, respectively. These two partial sum3 are then computed,
namely, for the disordered state in the BrRve type lattice.
For an exemplification, these two formulas are written down
for a binary alloy with the hexagor, eyotemi AB and AB 3' Fin'll-
ly, a vide apace is devoted to the correlation parameters
cliaracierizing the state of the aristal. There are A
crences, 3 of which are Soviet.
ASSOCIATION: Inatitut metallofiziki Akademii nank USSR
(Institute of Metal Physics of the Acndeny of Sciences, UkrSSR)
Card 2/2

GWCHMMD,J~~!. -....SMIRROV, A.A.
Theory Of DrderlAg of Ye Al-type alloys. Sbor. nauch. rab. Just.
metallofiz. AN UM W.iL36-4o 16o. (MIRA 13:11)
(Iron-aluminum alloys-Metallography)
(Orystal lattices)

GSYCHENKO, V. [Heichen1co, V.], nauchnyy sotrudnik
Direction - low temperatures. Znan. ta pratsia no. 3:8-9 Mr 161.
(MI14 14:5)
1, Institut metallofiziki AN USSR.
(Low temperature research)
!, 1.

GEYCIIENHO, V.V.; 514IUOV$ A.A.
Theory of the ordering of the Fe.,Al-type alloys. Pt.2. Sbw. 3mmch.
.ab, InBt. met&1lofiz. AN URSR n16.13:44-46 161. (MIRA 14:12)
(Iron-aluminum alloys-Metallography)

S/126/62/013/OU3/001/023
E091/E135
AUTHORSs Geychenko' V.V" Danilenko, V.M., and Smirnov, A.A.
TITLEs Theory of ordering in alloys having a body-centred
cubic lattice, in which some super-lattice can form
1,ERIOUICAL: Fizika metallov i metallovedeniye, v-13, no-3,
1962, 321-332
TEXT: To evolve an ordering theory for alloys with more
than one distant order parameter presents considerable
mathematical difficulties. However, by considering ordering
processes in alloys with a body-centred cubic lattice, the
authors prove in this paper that full determination of such
systems is not necessary for the derivation of conclusions on
the temperature and type of phase transformations. The theory
'was constructed in terms of a Gorskiy-Bragg-Williams model and
by taking into consideration the interaction of atoms in two
coordinate aphoreal the possibility of the formation of four
types of loops was accepted a priori. The authors show that
the construction of an ordering theory in which the interaction
Card 1/3

Theory of ordering in alloys S/126/62/013/003/001/023
E091/E135
of atoms in several coordinntion spheres is allowed for,
requires the introduction of more than one distant order
parameter. Accordingly, for the determination of the dependence
of the order parameters on temperature, a system of
transcendental equilibrium equations was obtained. It was
established that in alloys with a body-centred cubic lattices
ordering takes place in two stages. At first, ~-brass type
ordering appears; this is followed by one of the Fe3Al type.
In an ordered alloy, not more than three types of loops can
exist. It was found that a first order phase-transformation
can occur when the Al type ordering appears in an alloy
Fe3
ordered in the p-brass manner. It was also found that Fe3A-'
tYpe ordering can decrease, and even disappear completely, with
decrease in temperature, for a range of compositions covering a
definite interval of ratios of the ordering energies of the
first and second coordinate spheres typical for each
concentration.
There are 5 figures.
Card 2/3

Theory of ordering in alloys S/126/62/013/003/001/023
E09l/E133
ASSOCIATION: Institut metallofiziki AN USSR
(Institute of Physics of Metals, AS UkrSSR)
SUBMITTEDs June 21, 1961
Card 3/3

,gyCliz t
YZHKOV V.I.
,j MIKO, V.V.~ fi
Thoc-3-j ~)f tht? ordering of alloy-; with a hfxELgonal close-packed
I
latrIce. Slxa. nau,.h. rab. bst. metallofLz. AN TJRSR no.18:
': ti,
. 5 j7_'j ('I (MIRA l,.t8)
~4

V.v.
.f
or t~Aj mrd(~rjng of atoms in alloy,5 wi,ti (,-ubc cOn-
J L
,;ider-ng the Interaction of atoma in 8)1 coordination nnphem.
F!z4metsl metalloved, 20 no.2:183-192 Ag t65,
I I !,. r i 0 n a
lo reta lofiviki kN'

SHTRCHBARG, B.I. t! HIROSFUTICHWJDD, A.M.; MDYSXMA, Kh.M.; KRIVOKONI , Yu.G.;
BHUX, A.3,; VOLKOVAO Z.A.j GrrD, G.P.; OBUEHOVSKIY, Y&.R*
Investigation of the coals of the Lvov-Vol7n' Baoin. Koko i khim.
no.1;12-17 161. ()URA 14: 1)
1. Ukrainakly u4,,1ekh1micheskiy institut (for %tromberg. Hiroah-
nichenko, Hoyseyeva, Irivokon'). 2. Dnepropetrovskiy metallur-
gicheskiy inatitut (for Bruk, Volkova, Geyd, Obukhavakiy).
(Lvov-Volynl Basin-Goal)

GEYD, G. P.
Cand Tech Sci - (diss) "Study of chemical products of coking
of coals from the Western Donbass, and the effect oift the yield
of these products of various impurities." Dnepropetrovsk, 1961.
18 pp; (Ministry of Higher and Secondary Speciglist Fducation
Ukrainian SSR, Dne ropetrovsk Chemica'I Technological Inst imeni
F. E. Dterzhinskiy~; 180 copies; price not given; (KL, 7-61 sup,
234)

GEYD, G. P.
Effect Of som6 'IdAtions on the process of coal pyrolysis.
Ukr. khjm. zhur. 29 Po.10:109(-10~)~4 163. (MIRA 1?: 2)

GF,YDAIMV, A.N,
Epidemic foc'. of visceral leishmanias-is among, rhildren in the
Yw,abakh roi-ion und probl.(nu.-, An their IJqiiidution, Azerbeiftho
mkI. zh. 6u'71-74 0003 WIRA 17tl)

I.,111 ticcl-u An ~~i dj rs r, of of
i Dii I idri x, (Azvrbv:.
1:-. Ac! 'tlm;cirlr
k Awt A?erlw!:,(l-hn!; 6';4.
cr, i e a 110)

GEYDAROV, 46,S,; EVENDIM, G,Xh.
Geochemistry of molybdenum In natural watera. Uch. zap. AGTJ no.l:
95-102 !58. (MIRA 12:1)
(Water--Composition) (Molybdenum)

G.Kh.; GE'MUZOV, A.S.
Geochomistri of* moVbdt-num in the Dali-Dag irit,rtirdve (Lesser
Cmacasiis). Izv.AN Azerb.SSR. Ser.geol.-geog.ymu nc.~):c~1-101
159. (P.IRk 15:1.)
(Cauc,isus-Molybdenum)

EFENDIYEV,, G.Kh.; NURIYKV, A.N.; GEYDAROV. A.S.
Distribution of uranium in the Dall-Dag intrusive massif.
Ucb.zap. AGU. Geol.-geogeser, no*6:3-10 1599 (KIM 15:9)
(Dali-Dag (Azerbidjan)-l-ranim)

ZULIFUGARLY, N.D.; GFYDAROV, A.S.; MURIYEV, A.N.
Radioactive elements in argillaceous rocks of the Sarmat deposits.
AserbAh"mahar. no.W19-122 162. (WRA 160)
010hichevan A.S.S.R.-Chy) (Radioactive substances)

EFEYDIYFV~ . !, '', ! t~, ~i.A.; GEYDAROV, A,S9
f thni..-Iftun in the pyrIte-complex metal type deposit.
Izv,A?? Azarb.SSft. SwrogecL-geop-oauk tio-1:30-38 165.
C~
(MIRA 1818)

EFENDITEVO GA.; GEYDAROV, A.S.; MUSTAFAYEV, G.V.
Genthenistry of lithium, ruhidium, and cealum ir, the granitolds
of the Lesser Caucasus. Inv. AN Aterb. 3SH. Ser. geol.-geog.
nniik no.3:44-51 165, (MIRA 18t9)

GEYDAROV, im.F.
Dynamic evolution of star clusters. Izv. A',' Ar:r.. SSIR. Ser.
fiz.-mat. nauk 18 nu.6:91-108 165. 19: 1 ),
1. arurakanrRaya as',,rofizic*,e3',"-.aya oWervator ~'ya A,: Armywl-
Skoy SSR.

(EIDAROV, S. G. , (Vetf:.rini ry Surpeon, lswMlns~ Raion, Azerl%JdAir. SSR)
The Ase of biovetin
Veterinariyo vul. 3P, no. IC, October 1961, )p. FI-FQ.

L 05692-61- W(m)/9WP(t)/ETI IJPW JD
ACC NRt Ap6022885 SOURCE CODEt
AUTHOM Rustamov, P. G.; Zargarovap It L; darova, 3 A 3 1
ORGI Institute of Inorganic and Pbysioal Chemistry (Institut neorganicheskoy I fisi-
chaskoy ifilmil)
'03
TIT18j Solid solutions 1-m the pseudobinary system G&2!!~-%T
SOURM AN AssrbSSR* Wkladrp Y. 21# no. 12p 1965# 2,9-10
TOPIC TAGSs gallium compoundp seladdep telluride$ alloy phase 4iagram
ABSTRACrt -A31cys of the G&2Se3-Ga2T63 symitem were prepared in evacuated and sea).iod
quartz ampoules; their heating and co-oling curves were recorded. The resulte u*
shown in FIg, 1, The fusibility curves show that the pseudobinary section Ga2S&3-
rkOei constitutes a contimous series of solid solutions with a minim= at -65-mole
% 6121~3 and -7500C. The siorostructurs confirms this diagram; the alloys of this
system bonsist of a single phase. The composition"darohardnefs and density diagras'l
show a smooth variation of these properties with the compositiong Indicating the
prisews of a continuous series of solid solutions in this systm. rhe paper was
presented by Aaad"doian AN AxerbSSR Nagiyevg M. - F. Orig. art. has 1 2 figures uA
I table.

M
L o5691,9
ACC NRI
got %
8"
3*
Fig. 1. Phase and composition-property
diagram of the Ga2SG3-O&2Tb VVt4IXI a-ft I..
bility; b-idorohmWass kdinz; o-density:
9/040
it M oil
BUD CM91 11/ SUSH DAM ION*v64/ WI 003
2/2

CEYIY!TC', A.
AErIcult!jra-I - ',au-.~a:Tus, Northern
I if new k-Alkii. "~ , ND. J,
9. Monthl List of Russian Accessions, Library of Congrt~ss, , 1953, Uncl.

GEYDNEO. A,
HffirA"ncy empertn of the Stavropol Biological Products Plant.
VnIumrinariia 33 no-9:30-31 S '56. (MIA 9:10)
(Stflvr*Psl--Biol*j;ical nrodupts)

GM1~4AW.skiy rayon Rostovskoy oblasti)
Grove in the.steppe. Zdorovle 2 ao.8:15 Ag 156. (MLEA 9:9)
(SAlSK-IFFORBSTAT ION)

iJ'EYDFL') finna Y.Jtr~ll
or !.] .~ .", ., . '. - . .~ - - " % 1 ~ -.
. I ,
, A ) . ~ ..0 ~ t-l " U ~,, 8 % .; i
I'.;- I j,.) *, ~, i - . lill'! , , -r 1 -1 ~ . -: ^, : ] r~ li .

GZYDEW, A.I. (Aavropoll)
Vot-huys in the rwal feldsher's life. Felld. i ahsh. 25
no. 7;54-56 Je 160. (MIRA 13:F)
(LIN
40VOIj PETR LEONTIEVICII) (PUBLIC HLALTH, RURAL)

al

USSR/Fbysi~al Chemistry Kinetics, Combiation~ Explosions, Topo-
chemistry, Cat&ITsia. B-9
Abs Jour: Referat. Zhurnil Khimiya, 110 3, 1958, '71251.
Author A.I. Maumov, B.I. Geydellberg.
IXLC,t
Title Vapor Phase Hydrolysis Catalysis of Halogen Derivatives of
Organic Compounds. II. Reversibility of Vapor Phase Hydro-
lysis Reaction of Chlorobenzene.
Orig Pub: Zh. obsdicli. khimii, 1.957, 27, No 8, 2036-2039.
Abstract: The interaction reaction of phenol with hydrogen chloride in
presence of a phosphate catalyst wau etulied in the vapor phase.
It is shown that this reaction proceeds i.ore rapidly than the
hydrolysis reaction of chlorobenzene into plienol (under similar
conditions). The equilibrium constant of the esterification re-
action wm determined experimentally for the first time. See
Part I in R22'Mink, 1957, 18634.
Card - 1/1 .37-

SUSLUV, V.H., otv.red.; VALWYKV, D.S., red.,_9~ IBMG.je.Z., red.;
IG]WIT9V, B.K., red.; MOSKALXNKO, V.I., red.: 4-.Ya.'
rod.: UMXN, D.P., rod,; TULIN, N.S.g red.; ANrONOV.A, N.M.,
khudoish.-takhn.red.
[Collection of scientific research papers on oilseed ond arcnatic
pliintn] .11ornik nouchno-iouledovatel'skikh robot po mealichnym
i ofirowalichnym kullturan. Moskva, Itd-vo H-va selt.khoz.=R,
1960. 284 p. (MIRA 14:3)
1. Krannadjor. Veasoy-uzny-y nnuchno-issledovotel'shy institut
iw9l1chnykh i efiromnallchnfth kulltur.
(Dilsood plants) (Aromatic plants)

gal
A A
00 A
z
0 04-044-16"VO
4 4 4 If 11 u It M it u 4 a
IL A-L A A It a a.L -1. 1 M
'W.,, It it LIU at bit 11,046414ju u 0
CL 0 41~s
010
Irlathill of lame kild. W the but&,
J114 %I %I t.-1.4 ;
lilt-, 1 %47.
I lit
it, I it it
IhIll
it.
mil. 1,46, Ill, K....
I's tit
-, I
1,11hiii., - 1116, WIN,
Wb. I ... %,,t ......
-ji411 kil". it Il., . ...... ....
it
'1., 11, 'Jig it 1, 11, 11
WO
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see
goo
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GEYDEL'MlkN, M. M.
We are inSroducing advanced production techniques. S,4kh. prom., 26, No 3, 1952.

I vi�
-S41

GEVELIMp Btmtificationottwo-puameterfammes

.k a multidimenalonitl ptojecths awe.
of sUsIght.VSes
Doklady Akad. NauL SSSR (N.S.) 93, 957-M =1953.
(Russian)
In an vc-dimtrisional projective space P. two two-param-
eter famRies of straight lines (11) and (11) being given, (11)
stratihes (11) if there exists a one-parameter family of
surfacts (Z) such that the tangent planes at points of inter.
section of 11 and Z all pass through It. If (it) also stratifies
(11), the two fimfilies are completely stratifik It is first
showr that if (10 sitratifies (12) then (11) is a congruence
and t en it follows that if (11) and (it) are completely
stratified they isre congruences in P, imbedded in P.- The
author obtains a number of results in case of stritification
in one direction dealing with the existence of conjugate
netr and asymptotic lines for parabolic congruences.
,11. S. Knebelman (Pullman, Vash.).

'r - "/ I- L
-1 /

jTYDE CMAY) - i~- M.
USSR/Mathematics - Differential Geometry
Card a/l Pul). 64 - 7/10
FD-832
Author r3eydel'uin, H. M. (Moscow)
Title St-ratification of k-parametric fam*4.lies of (k-l)-dimensional planes
Per-iodical Hat. sbor., 34(76), 499-524, May-Jun 1954
Abstract Tht., proldem of the stratification of two congruences of Straight lines
in three-dinensional space was first posed by the Italian mathemati-
ciar. FLIbLni in 1924. Since that tLn,,e many mathematicians have been
occupied with this question. The present article attempts to general-
ize the problem to one of stratification of pairs of k-parametric
families of (k-l)-di.mensional planes (called pseudocongruences) in an
n-dimennional projective Space Pn) where n is greater than or eqiial to
2k - 1.
Institution
Submitted Wiy 30., 1953

C&r4 JA PUb. 2k. 4/40
OWN
pastion of the three parameter complex of circles
Tjtje tho i
Parlpacol Dok.':AR SSSRjq~/2,, 201-~2%., Nov 3.1, 1954
Abstract I A f Of Olk-des deti6ndent on three parameters in a three-dimensional space
is 00 derbO 3A the Ught, of Cartan's groups. Seven references; 4-USSR
Institutun Moscow.'TnstOuto of R413,,~my Transport Migineers Im. V. I. Stalin
Presdnted 1~ys Acad~ndaian S. AlayAndroff , August 213, 1954

GSTDILIMAII,R.M. (MO030w).
M - WSOMM 1"I
Theory of pseudo-congruences and congruences of surfaces in a
multidimensional tWparbolic apace and of congruences of spheres
in a multidimensional conformal space. Mat.sbor- 36 no.2:209-232
Mr-Av 155. (MURA 8:6)
(Congruences (Geometry))

IXYDILIMAII.R.H. (Moskva)
0
Conformal deformation of congruences of neighborhoods. Mat.sbor.
37 no.):4)5-458 N-D'55. (MIRA 8:12)
(Congruences (Geometry))

77
f
if
lo~
it
if

4'i :11.11:1,lillk"I'. M~--U
77,"M

it

; t

ri-q it

jit

A ;~ ",.T ) ~_; I Ik.-
L
call Nr: AF ilo8825
-rransactions of the Third All-union Mathematical Congress (Cont. ) M(~,SCr,W,
~ixin-iul 156, Ih- 1 '50 V 1, sect. Rpts., IzPaie~Pstv:) AN "'R, M( cow, 1:66, 237 pp.
Vygodskiy, Mula. '(Kc;~cow). Ahi ' e ke'00" 101
grang an ue
Theorem for ; Space Curve. 146-147
Geydellman, R. M. (moscow). Theory of Focial Congruences.' 147
Glagolev, A. A. (Moscow). Application of Multi-element
Throws in Establishing of Certain Congruences in
n-dimensional Spaces. 147-148
There are 4 references, 2 of which are USSR and 2 English.
Grintsevichyus, K. 1. (Villnyus) Hypercomplexes of Straight
Lines in Multi-dimensional Projective Spaces. 148-149
Mention is made of Laptev.
Oudkov, Do A, (Gorlkiy). On the Topology of Plane Real
Curves of Sixth Order. 149
Card 48/80

MullAdimensional systems R. Usp.mat.nauk 12 n0-3:285-290 Ky-je 157.
(MIRA 10:10)
(Laplace transformation)

UnILIM". R.M.
----''.~strir characterizntion of congruences of circlet; having families
of channelled surfnces. Usp.mat.nnuk 12 no.4:281-284 JI-Ag 157.
(MM 10:10)
(Geometry, DifferentiFil-Projective)

AUTHOR: 7~_
TITLS'; or 1*ie ~'cr -.-i:c~vpnq ~;ircAes and :,hrps (j-qssILye-
r[Lye 1!~ U) T'.7'~'j It, 1.' .1 i'~
Oki',
PE'RIC DI CAL i Ya t q v. t i c h r" 1; -1111 1 '7 01 13,:1_r 3,pp.295-3"
t A* 'ind '90 -Aven. re-
tv-n the siA,r,)accs 6 an.1 .f't~;r~se far-iiies a one-to-one
1'2*,~ S orl'! erwv fibers
The family (C I
way the elements of C, can
rei,-liborhood of
k~ I' 1*T.C id ont i i. tix o,wresponding sifl~synce 0
2
-S r
(c then qut:h
1 S ') h ro t f 1~0 j 2 y

t -q idod 0
I ir r r4 n- :v i r
s n t Ilie lornulates ard consi-lers the
tw(,,-~ ided fiberinL-, of the con-
,-'rur,n L.','C - .,r f 1 i e s ) of circl;?s in the thref-
spaoe dimensional _`uclidoan
"us one and the problem of a zi,~ir of
s-, 'Cinitte oil spheres throii,-h a

.r,.rd 1 12 r, iii t'ir~ :,iAjti',!~nsional conformrl space.

.TJ~i,~rin(~- of thl~ 1',D of n 39-.~
I d :;ph.-~req 7-215
AVAILABLIL':
11'ard 212
1 1 bs t'-..-! ni, thor esents 18 theorems and a ~-,reat
ol,
-,nd ini~ovls methods. 20 ..;Oviet
f, n c i.? r, -, rc C) t Q d
lilrral.y of
1. TopoloLl. 2 . Conformal mappirg

t 0 - Ts r" ICA
Cc,

4
AUT HO R Geydel"aa R.M. S`1/14C-59-7-4/22
.',- -i ;1. 'n, V
TITU On the Theory of Families of Planes in Non-Eclidean Spaces
PERIODICAL- livestiya vysshikl~ uchebnykh zavedeniy, Matematika, 1959, Nr 3,
pT, 30-42 (USSR)
ABSTRACT, present aper completes the results of V.V.Vagner and B.A.
Rvzenfelld fRef 1,2,3,4,5,62, By the application of mcdern
dtfferentialgeometric methods of G.F.Laptev /-Ref 7- 7 the author
succeads in developing the foundations of a general theory of
(M.-l)-diaensional families of planes in spaces of constant
carvat,are. The author considers the principal invariants and the
geometric figures of families of planes in differential
neighborhoods of first and second ordpr, lie .nvestigates con-
gruences and paeudocongruencog and proposes a focal classifica-
tion of the families of planes,,
There are 11 Soviet references,
ASSOMATIONiMoskovskly 'Inatitut inzhenerov zholeznodorczhnogo traneporta
(Uoscow Institute for Engineern of Railroad Transportation)
SUB14ITTED: April 15, 1958
Card 1/',

GEnELIMAN, R.M.
Simplex bending of congruences of straight lines. Izv.v7B.ucheb.
zav.; mat. no-1:84-93 160. (MIRA 13:6)
1. koukovBIdy inatitut inzhenerov thelesnodorozhnopo transporta
imeni I.V.Stalina.
(Congruences)

c)5252
cr:Y(101 I mn
-:,t 'A~ics iii the
Analytic Congruences of ;trair
Durl Non-Euclidean Jpacc
:'.~ t
L - vy9shikh uc!.,PI,%`,Ii zav.,.'
A 'IT: 7'. Id Z-2,.~f I h-,-- intrc,!u~.,J
,-rojeotive 9pace over the -d6;ebra or 'aril
(c) ) and the dual un i Utr~ no:t-~'ucl i~3,2 ,.it
0,.'aoe
(K (e) I:.. a p (e) in m~ich a
t
~~tk De t ic
S iv;.IA). In ~1 the geormetry of th? i:,(,!)
,~'Jtl: t,,,:! projective ~vometry i.9 c 01) ~; i dre'l .
,n-1 ic, con:-ruences of ~i.,d pl~i1r., -f
yt h, lines V!
(!WIE'rWMCeS Of StraiL-,ht Of t"'Ic P,. t!
fun~.ar1c,ntr,.'- obJects hnd invpri3nt r~f .2
,)f con--ruences of straiCot lines i:. th~, T,

o5252
i.nalytic .3ongruences of Straight Lines in the j J Y/ 1 1 - /25
7~.reo-Dimensiomd Zluil "on-Euclidean 3p.,ice
the FS4 investigates the foci of th,,- con,~ruem-s
-cone- -.icel
in th,- 1', P). In Fa5 :1 ru.-.,,iccs ~,.re intro.'
con~,,ruonc-s of straight lirv~s in llic K, ) `(0 ro~,i of -;::l
poli-irly conju~,-atedl respe-A to the ~ilosolut(l).
1~-,,,onrruences !ind '7 conoi~,-,-.,s -Ar,, of analytic
lheor~!ms and a great nu:rter of ,re -rovr-11.
Ther- all-e 4 3oviet referencr~s.
in3titUt inzhenerov
(Mos,cow 1witituto nf Snjineer- of R-ilro;i3
Aplil if:" 1)5P

16-5000 01 7o'i'
AUTHOis Geydell,man.,.. R.Ji. (Moscow) S009- 49- 3- 3/7
1 1. 1 . ~ -1:11.1.w ...I
TITLEs Theory of Analytic Plane Congruences in Complex and. Double
Unitary Non-Euc31dean Spaces and the Projective Theory of
the Congruences of Paire of Planes
PERIODICALs Hatematicheskly sbornik,959 Vol .19,Kr 3,pp -"81 ~16 (U"si)
ABST11UCTt '~'he theory of the famIlles of plane surfaces developed lij
fomer 1,tapers of the ivuth,~r /-Ref '7 for real non-
Euclidemn spat~eq is generallied to complex and 4ouble unitary
non-.Ru,~lidean apaces and to the oloselly -~onnectad real pro-
jective theory of th~, families of pairs of planes,. The author
formulates a vary large number of geometric properties (only
partially in the form of theorems). In most -..ases he does not
giv-e proofs,. since the,- are completely analogous to those for
the real case,
G.F. Lapte7, H.V. Smirnov T,L. YozImina and B, -', Rozenfelld are
mentioned in th& papers There are 1~ Sovies references,
SUBILITTEI)v January 24, 1958
Card 1/1

8h 7 ~2
S/04216D10I 5/0041/0101/01 7XX
40 c2 0 1 1 1/C24-2
AUTHOR: Geydellman, R,M.
TITLEE- ~Conjugat T 1 Pairs
PERIODICAL: 11spakIii matematicheskikh nauk, 1960, Vol-I, No 4, PP,137-140
TEXT: Let the congruences of straight lines (1 1) and (1,) relate to the
same parameters u,v,, ?he straight lines 1 1 and 12 of these congruences
correspond to eachother if they are determined by the same values of the
parameters u,v. T-pairs are two congruences with the property that the
focal planes of every straight line of the one congruence pass through the
foci of the corresponding straight line of the other congruence and reverse
The stratification of the congruences f11) and 11J as well as the Laplacelyx-
transforms of the, conjugate pairs were considered by S P Finikov (Ref-1)
and other authors. The author proves the theorems:
Theorem 1: Pairs T 1 for which the developable surfaces correspond directly
one to another, are conjugate the congruence (I stratifies (1J and
the developable surfaces of (I cut conjuFate nets on R11 stratifying
surfaces.
Card 112

8)i 7~ ~
S/042/60''0 15/0-04/1010/01 7XX
C 11 11C2P')
Conjugate T 1 Pairs
Theorem 2: Corresponding Laplace transforms of a conjuFate pair T involve
again conjugate pairs Ti where their Btratifying surfacen are the
corresponding Laplace transforma of the stratifying Ourraces of the
initial pair,
There are 2. Soviet references.
SUBMITTED: MaY 17, 1957
Card 2/2

GIffIBLIMA, R.M. (Moskva)
Simrlex theory of congruences of atraight lines. M&t.sbor. 51
no.-I:i43-376 JT1 16o. (MIRA 13:8)
(Go W uences (Geometry))

P'~~It(xj
S/020/60/134/004/026/036XX
C111/01~
AUTHOM ~VAellman, R,M,
........ ....
TITLIj 4'onformal Theory of Two-Parameter families of Spheres
PERIODICALi Doklady Akademii nauk SSSR, 1960, vol. 134, No. 4,
pp. 753 - 756
TEM In the three-dimensional conformal spec uthor considers
0
"'G3 t~e 2
a family of spheres (S) depending on the param;ters u and u , which Is
related to the Carton lo-.al conformal n-bone consisting of thres mutually
orthogonal apheres SI, S , S and of their points of intersection, where
belongs to (S). Th , diffe;ential equations of the investigated two-
L
parameter fainily of spheres (S are, according to (Ref. 3)
(4) Wp - A P X du K, (p, q 0, 2, 3,4 'It I , 2)
By continuation of (4) one obtains
(5) d ~ P q p + x p du and
It I q I
Card 1/4

861joo
Conformal Theory of Two-Parameter Families S/020/60/134/004/026/036X
of Spheres
(6) d A P + du + du'
q ly k"".
11 or 9. AP or \p
The magnitijUs If -J B, 1 4 1 q'I 4 B I W
A 11 \ I form fundamental geometric objects of the first or second
1rA I ' 1I)OX it,
or third ordtr of the family of sphere 5 (3,). Main result i
Theorem 1 1 The fundamental geomentric object of third order is complete -
the preacription of the field of the fundamental object of third order (i.e.
of the values of its components in every point of the considered domain of
the parameter space) determines the family of sphere* (S up to conformal
transformation.
The fundamental objects of first and second order comprise the absolute
2
tensors a,,x and aY, which generate the differential forms
(7) FL duf du and
Card 214

Conformal Thecry of Two-Parameter Families
of Spheres
2 du du du du
if
2
(9) at, a,,",,
8' 1
S/01270~60/134/004/026/0 36XX
I C
CIII C333
then the absolute invariant* of the family of spheres (S 1 are
2 pet 1 2 2 At ;
11 Dot I I't x 12 ' '~, ~ a'
In particular, the author investigates the case. where is the square
of a quadratic form.
A two-parameter family of spheres (3,) which is developable on (3,) with
the order 2 in the sense of Cartan is denoted &a a deformation of (SO.
Theorem 3 1 The only class of two-parameter families of spheres which ad-
mits a conformal detformation is that class for which the invariant form
2
4) is the fourth power of a linear form &j, where the one-parameter sub-
Card 3/4

MOO
Conformal Theory of Two-Parameter Families S/020/60/134/'004/026/036XX
of Spheres CIII/C~33
families of spheres, which are obtained by putting W equal to 0, ar~~
pencils.
There are 5 references t 3 Soviet, 1 French arid 1 Polish.
[Abstracter's jiDte s (Ref. ~) is a pappr of the author in Tr.llosk.matem.
obshch., 195~, 2,2751
ASSOCIATION: Moskovekiy institut inzhenerov zhelezno dorozhnogo trans-
porte imeni I.V. Stalin& (Moscow Institute of Engineers of
Railroad Trangportation imi_fi-f__7.T_._5T. in
PRESENTEDs May, 16, !960, by P.S. Alek3&ndrov, Academician
SUBMITTEDt May !7, !960
Card 4/4

GEYDEPMAN, R.M.
Conformal deformation in two-parameter families of' ~:,pheres. 12v.
vy,,;, ucheh. zav.; mat. no.6:16-211 '(1. (Fulu 1,-:3)
1. Moskovskiy institut In2henerov zhc1etnodoro-,Inoj-o transporta.
(Surraces, Deformation of) (Surfaces, Urthoronai) (Spl!ere)

NnCa:-~-:!rt,ils of t,'!c tli~,cr- r-2 favilies. of ,-,-.bL--paccs In
Pt. rbor. 55 no.l.:7-34 0" 161.
14:10)
(0.4-ccc, Goncralized)

GEYDELIMAli, R.M.
Theory of hypersurfaces in four-dimensional non-Euclidetn
spaces. Dokl. All 53OR .139 no.5:1040-1043 Ag 161
O,I~U 14:8)
1. lloskovukly inatitut inshenerov zheleznodorozhnogo tratisporta
im. J.V. Stahna. Prodetvaleno akademikom P.S. Aloksandrovyiu.
(11YI)OI-Space) (Surfaces)

GFYDrl,'MAIII Fi.,X. ~Moqkvll)
)(' i.rkirt,hogonfLI spiformt if) !*,)II-
elimen!jional non-Eu-lidean spnees. Izv. vYs- llch"b- zflv.;
mat.. n~~,.,~ilic--57 16 5. 18,r,)

i
.1- - I . ; I -. I ~ : I.. V! t,
I - -., . _,'I., . " - .. . i,-.Ir.plexes,
" . , , '. 16C.
. V'~.; . . Z!, ,, 4 *. , ~- , 0. 0. 1 3 , -.- . I , l!':9)

GEN -, I I -k, ~, tl ~ ;'I , '- . -.. ~.- f h1ka-matematichesk1kh nauk, prof.
; 1: ."~~., 0 -
.-ir; iEfftrential ge(metry of homogeneouB spac-ea. 7'r-Av WTTT,
q,~O
Ccrxormal thgrry of comi'Alexr-s of apheres. Ibid. t9~)-I^,Q (MMA 1818)

~rrnv!, T, ~
22309. GFYD9'.AN? T Swtloy Pamyati Akademika Aleksandm AlTongovicha
Gross!-eym (Ebtaniki BoUn Zhurml, 1949 No. 3, S. 336-37
SOs IFTTTS' NO. 30, 1949

GXYW,Ijla, T. S.
35372. Xserotorfnye dubrivv ((c-.,;,rziet8y)) Y=hncy chaqtn roldaviikoy ."SR. Nauch
zapiski mol&.-.v nauch-i:Isled. Bazy akad. nauck SSr. T. 11, 1949, c. 16)-74
SO: Lotopis' Zhurnalinykii Statey, Vol. 3, , ~Io,3k-vu, 1~49

GITDIW, T.S.; BOBROT, T9.0s, redaktor; KOUIDTSOVA.K.G.. tekhnich.-~skiy
, " -
rvlaf6r
(Gulds to plants of this Moldavian Soviet Socialist Republic]
Opredelitell rastenil Moldavskot SSR. Hoskya, lvd-vo AlmdemH nRuk
SSSH, 1954. 466 p. (MM 7:8)
(Moldavia--Botamy) (BotwW--goldavia)

GBYDEW,T.S.; LUWIN,L.G.; XA31YRS,1.1.; CMEWOVA,G.V.
Natural features of the Kodry Hills. Trudy Inst.geog. no.64:69-104
'55- (KLRA 8:11)
(Nodry Hille-Physical geography)

L
-.'4752
Abr, jour Ref aur - D1010,:.1y", 1"") 6P I J- , 11 .
r,,-dman T 3.; Kharak0r-'s Ill. F,
Author 7- -
IiV AS "337
il)+(T ~,LAjj , .-)t,it Ion
70,(.- 1-, pj-0,Ljpm of
T I t1 e LL
Of
In Nullthw!~~'-'tu .. ;
(",oldn'vian ~AiO
fil. 'kjl~
0 1, 1 ','~ F L) .1
4
A:bstract 3Y th,~ iv~tl-,P(! of itir."t-ary z-co.)ot,an'1ca1
anj by Of Pt-Diton
Observations in 191,4 ti..' specie": COMPOsi-
ental dyna::Acs
tion, structure dev lop,-"
and economic vajue of ti-'e :7,rassos of r,,:?adow
%?.~...!!otatiun in the uppCr 11'e-11-101--oF, of Small-
rlv-er -~,all~ys,as woll as of thos-~ in
Card 1/3

Cultivation. L
Ab.-" jour "-t~f z1air Djc)jo,.-jy.%, ~o C, 1~~5,9, No. 24752
for-.,~.it izl'.dos and boi,J~,,]*S, WO!'O
data :;1~wr.!(I t,i-OL. t1,.-, miadowa
In th'! north~..vntern of t.hi~ :Loc1r%-n
pos,~'.cs3n gr,,at oconomic valu'!. '11-io first
~!arly movdnv~ or !;owln- on hay-produ,:~InE'
l"w%dow 1an6!l 01, tho Kodl-l!" i~; 111"~fflclomt'
I ead i ni to a lo,-z of almost half of the
MY. ans k1bt,!ib)qNo In i o1n.-i-, but
modorn harvest.. 'inder mowilm condifJons
In tho pha-so of efflorr.~sc;--nc~" (13t
d ..~ c ad ;: of July ) , It is posoibl,~ In
or t.-vic, y(-,.-,rL; to Introduc.) -, two-hurvosting
ru,g Ila e witli the nocond in ono
mon'Ji aftor tho 1"Pvt, on.,~. It, Is recom-
mc-ndod to bo,--,in %1*1',wc:AxtMc)u of Part of
Card '-1/3
4

/ - f
ussi-11 Cu.Lti,:.'l,~on.
Abo, Jour : -Ilor zhur - No 6, ITO) Nn.
on slopus anul --
N. A. Solmly."m
L
Card

MATSYUK, L.S.0 otv. red.; VARTICIL411, I.K., vBd.; GbYDF3,vU4',_I.S., red.;
DMSAR, I.G., red.; MMOV, A.A., rad.; MAIMUK, F.Y., red.
HUMISM, Mo., red.j MIL'SLIKOV, S.Ms' red.; KONMAKA11OV,
M.K., red.1 Y0191OV, N.A., red.; WANOV, V.S., red.; TA13ZSIICIIIKI
F.Z... rod.; CREBOTARI, A.A., red.
(Transactions of the First Confereme of Young Moldavian Sci-
antistnl Trudy pervei nauclmci konfDrentsii i:olodykh uchenykh
Moldav:U) 1958. Kishinev, Gos. izd-vo "Kartia Moldoveniaske
1960s 390 p. (MMU 15:'31
1. Fauchnaya konforentsiya molodykh uchertvkh Muldavii, lst,
1958. 2. Institut biologii Voldavskogo filiala Alkadei:ali nauk
SSSR (for Kolesnikov,, Cbebotarl)- 3. Inatitut goolro0i i P-0-
lezriykli iskk rTkh l'oldavskogo filiala Akaderil nauk SSS;-t
(for Sayanov
(~l,oldavia-Sc-'Lenco-'.oiigresses,~

XIMARCURIK, V.G., akaderik, otv. red.; KO.,"GUEVA, M.A. I glav. red.;
]"O(TU.'!'-Y) A.D., red.; IUDUL, hm.w. geogr. nauk, red.;
BILYK) G.I., kand.biol. nauk, red.; G&DEVAI.', I.S., kand.
biol. nauk, red.; ZAYOIIIY, P.K., doktor geol.-min. nauk, prof.,
red., IXGUKALO, I.A., kand. ekon. nauk, starshiy naucimyy stor.,
red.; I-AHRUCII, A.M., dotsent, rod.; FIKUMELI, I.F., hand. geogr.
nauk, ntarshiy nauchMy sotr., red.; PIM210TIKO, G.F., kand.
geogr. nauk, red.; ROVIE:21KO, I.Ii., Phademik, red.; TALINOVA,
red.; BYUSHGEIIS, L.1,11., kand. geogr. nauk, retserzent;
LUXOSYM, I.Ya., kand. geol.-miner. nauk, retsenzent;
KUIjJ-I,, Tu.G., kand. geogr. nau.Ir, relsenzent, VADEEZRIII, F.F.,
rotsenzent; NIKLMOV) 14J., dolftor ~ekhr. miul'- retsenzont-
FINAILMIG) I.G., retsenzent; KURDVIA, ~-,P, - "d-kartOgraf;
RACMSXRA, Z.P., red.-kartagrafj SLITTSOVA, L.M., redaktor-
karUgraf-
(Atlas of the Ukrainian S.S.R. and the Moldavian S.S.R.] Atlas
Ukrainskoi SSR i Voldavskoi SSR, Mosl.Na) 1962. vi p. 90 p.
of col.maps. (YIRA 15:5)
(Continued on next card)

.60NDX-,,CHUK, V.G.- (contirmed) Card 2.
l..Russia (1923- U.S.S.R.)Glavnoye upravleniye geodezii i
kartografii. 2. Akadeniya nauk USS-1, ~Arcktor Institute -eolo-
gicheskikh nauk Akademii nauk U35R (for bondarcluk). 3. Ilachall-
n1k kartosootavitellskogo tsekha fabriki Vo.1 (for Koroleva).
4. Zaw-estitell pred:3edatelya Gosudarstvennop planovogo komiteta
Soveta I-Imistrov USSR (for Kochubey). 5. Direktor Instituta eko-
ncmiki Akademii nauk Voldavskoy SSR (for ''.adul). 6. Zailiestitall
direktora po nauchnoy rabote Irstituta botaniki Akaderii nauk
U.M.1 (for Dilyk). 7. Di.-ektor Botaniclieskogo sada Aladerii nauk
roldavskoy SSR (for Geydeiran). B. "Daveduyushchiy kafedroy geomor-
fologii Myevrkogo gosudars+,vennogo universiteta (for Zaroriy).
9. Institut ekonoiriki Akadenii nauk U."51" (for Kxgukalo).
10. Zavedu;Rishchiy kafedroy fizicheskoy geografii I' ievskogo go-
r-udcxstveruaogo universitata (for Yarinich). 11. 'Uhrainskiy
nauchno-isaledovatel'skiy Institut ekonor.iki i organizatsii sell-
sk-ogo I-J-czya,..stva (for Mukor-ell). U. Direktor Uhrainskogo
nauclino-is.-ile(-o-vatell--kogo peroreteoroloricheskogo instituta
(for Priklicittko),
(Contimed on m-.d --avd)

.DONDILF',CHM) V.G. -(continued) Card 3.
13, Direktor Ukrainskogo nauchno-irsledovatellskogo ii-;,qtituta
ekonomiki i organizatsii sellskogo khozytiystva, Chlen-
korrespondont V,-,esoyuznoy akaderii sel.'_-kokho-_yaystvem7kh
mak im. V.I.Lenina (for Romanonko). 14. Direktor fabriki Vo.1
(for Tallnova). 15. Chlen-korresponrlent Akademil nauk 1 SSR
(for PidoplAchko).
(Ukraine--Vaps) (Moldriria-41aps)

WILIP P.A., profs, otvs red.; MATqUE, L.S ) hand. sellkhoz. nauk,
zan. red.; DIM'), E.A., red. (deceasedi; I.G., doktor
sellkhoz. nauk, red.; YAROSIU21'10, M.F., doltor biol. nauk, red.;
KOVARSKIY, A.Ye., doktor sellkhoz. nauh, red.; ZU,,A,:OV, A.A., doktor
med. nauk, red,; Pf'.11?TS, Ta.I.; doktor b1ol. nauk, red.; q~~DqIAN
.T.S., kand. biol. nauk, red.; IVAPOV, SJ%, hand. bil. nauk, red.;
U9Fd4SKIY) G.A.P kand. biol. ncuk, red.; '-1!-.,~G1ELE-1:1U, A.E.J. hand.
+.ekbn. nauk) red.; FITOVk, L., red.; KAi,.YAKD;A, I., red.;
KOCHkIOVA, N., red.; TUIFIS, V., tekhn. red.
[Papers of the United Scientific Session of the Department of
Biological Sciences of the Academy of Sciences of the U.S.S.R.
the Department of Agriculture of the V.1.1enin All4nion Academy
of Agricultural Sciences and the Moldavian Section of the Academy
of Sciences of the U.S.S.R.) Trudy ob"cidinennoi nauchnoi sessil:
Otdolenie biologicheskildi nauk A14 Otdelenie zemledeliia
V~SKIOIIL, Moldavskii filial A 56SR. Kishinev, Kartia Holdoveniaske.
Vol.2. 1959. 493 P. WaA 150)
1. Ob"odirenrays. n-ii0intil'a icssiya, ili~iienev, 1`57. Zamestitelf
Ctdcieniy~! biologicheskikh TiaW-, Ak,4erii
nauk S.SSL (for Cronk-ol'). 2. De)stvitellmyy chlen Vseso~-uzroy a]-a-
demii sell skohho7zaystvennykh nauk in. V.I.Lenina (for Dino).
(Moldavia-Agricultural research-Congresses)

GE..YPEAAN~,..T.~�.; NIKOLAYEVA, L.P.
Characteristics of Moldavian flora and vegetation, their state
and protection. Okhr. pr1r. Hold. no.2s2D-26 '61. (WRA 15:8)
(Moldaviii-Botwq)

K(Vl-~SM, A.Ye., ved.; MqOSHEEKO, M.F., red.; GMEYAIN, 1. S.,
red.; DJKU!,ki, I.G., red.; DOi-l'OKIRN, L.M., red.; ZITBKOV,
A.A., red.; PELYAKII, M.A., red.; ?IWIfY, F.J., red.;
CliDJOTAP, A.A., red.; CHORIK, F.F., red.; iiuLIYEVA, L.,
red.
(Traveaction.: of the Thire (,onference of' Younv V.oldavian Sci-
entints] ll,.rudy M nauclinoi konfermitEii :-,~olouyhh uchenykh
Kolclavii. 13.hinev, Kartia moldovenlaske.
alid al-,racultural :.-~clencesj Biolo(-iche:-kic I
:A.-aini%ye mmki. 1964. 1`73
1. ;auchna.,,a kon,e-entsiya mo2odykh uchenykh Vc2davli, 3d.

WITrx, Tu.V.; POTOLOTSKATA, K.L,; GAYM, T*X.; GARAYNA, K.G.
Malela acid. hydraside as a means of inhibiting the sprouting of
lu4gar beet roots during prolonged storage. . Pis i o1. rast. 5 no-31
291-295 W-Je, 158. (MIRA 11:6)
1. Inatitut f iziologit rastenly im. K.A. Timi!ryazeya Akademii nauk
SSSR, Yloskva.
(Sugar beets--Storage)
(Maleic acid)