SCIENTIFIC ABSTRACT MARUASHVILI, L.I. - MARUKHYAN, A.O.
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CIA-RDP86-00513R001032620018-8
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S
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100
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December 31, 1967
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SCIENTIFIC ABSTRACT
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14ARUA3HVTT.l L. 1.
GC I;Y- * ' , ,
27639. Zt*'(NC~,4ER,`N,3TT ..'.i i,G( K-L ,
I ~ -" -r --: ~, ~: --. - )?R`~r '- '. -1 -4 - ,.-3. -b - 44. - B NA-'.'.
J, - KNIL"HAYA JCL. 1, 195)
KLRMHVILI. L. I.
Principal problems of the late Cenozoic history of landscapes of Gaucasia.
Geog. sbor. 1:5-24 152. (MLHL 6:7)
(Caucasus--Geology) (Geology--Caucasus)
YLARUASHVILI ~ L. I.
On the reputed TS~bel'da moraine and problems related to the
quaternary history of the Caucasus. Soob.Afi Gruz.SSR 14 no.7~
413-419 '5). (KLRA 7:5)
1. Akademiya nauk Gruzinskoy SSR Institut geografil Im. VakhuBhti.
(Koraines) (Caucasus--Oeology. Strategraphic)
KARUASHVILI, L.I.
.- i
Georgian geographer of the 18th century. Takhumhtl Bagrationi,
and his contribution to the study of the Caucasian iethrms. Top.
geog. 31:111-122 153. (KT.RA 7:6)
(Bagrationi, Takhushti, d.1772)
MARUASHVILI, L.I., kandidat geograficheakikh nauk.
The effect of weathering on the walls of a medieval te=Dle. Prlrodp- 41
no-7:115-116 J] '53. (MT.RA 6:6)
(Georgia-Temples) (Rrosion)
ASTAKHOV. N.Te.; HARUASHVILI, L.I.
The Tianeti Basin of the lora River as an example of morpho-
genesis during tectonic formation of river valleys. Soob.AW
Gruz.SSR 15 no.4:233-238 154. (MLRL 8:D
1. Akademiya nauk Gruzinskoy SSR, Institut geografii im. Vakhushti,
7bilisi. Prodstavleno deystvitellnym chlenom Akademii A.N.Dzhava-
khishTili
(iora Valley- Geology) (Geology--lora Valley)
KILRUASHVILI, L. 1.
SuIrka,ces of peasplanation in the Kakhatisa (Gombort) Rams in
connectioa with Its history. Soob. AN Grus. SSR 16 SO-51357-362
155. (NULA 9:2)
I.Akademiya annic Graziaskoy SSR. Iastitat geografil imal Vakhushti,
Tbilisi. Pradstavlaso daystvitel'Wa chlesom Akadenii
A.N.Dsbavakhisholli.
(Kakhatian Raage)
lam
KkRUASHVILII L.I.; DZHAYAKHISHVILI. A.N.. redaktor; PAATASHVILI. Sh.F.,
redalmor Jzdatel'stva; TODUA. A.F., tekhaicheskiy redaktor
(Upedleacy of reconsideration of basic ideas concerning paleogeographic
conditions of the Ice Age in the Ct-imea; a critical sketch] TSeleso-
obraznost' peresmotra aushchoBtvuiushchikh predstavlanii o paleografi-
cheakikh uslovtiakh lednikovogo vremeni as Xavkaze; kriticheskii
ocherk. Tbilisi. Izd-vo Akademii nauk Gruzinakoi SSR. 1956. 1214 p.
(Crimea--Paloogeography) (MIRA 9:12)
.1 Levan Iosifovich; BOGOYAVLINSKIY, G.P., redsictor; DOSH"A,
-m"INII., tekhaicheakiy reclaIrtor
LVakhushti Bagrationi, his predecessors and contemporaries;
geographical works and travels] Vakhushtt Bagrationi, ago pred-
shestvanniki i sovremenniki; geograftcheskie trudy i puteshestviia.
Moskva. Goa. izd-vo geogr. lit-ry, 1956. 135 P. (MIRA 9:9)
(Geographers, Georgian)
(Explorers. Georgian)
ASTAIROT. N.Ye.-, PARMWILI, L.I.; CHOUSHVILI, GA.
___-w --------- W111-
The Alamn-Agrichoy intermontane valley in eastern Transcaucasia
as a recent continental goosynelins. Izv.AN SMM.Ser.geog. no.2:
54-57 Mr-Ap 156. (MLRA 9: 8)
1. Institut geografit Iment Vakhushti kkademit nauk Gruzinskoy M.
(Transeaucamia-Valleye)
A
atjvr,.,-: z~iurral)
f er
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Or t ~01-
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soon s t Al
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osedly Vo1c.
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a ri d ~ t
Morphology and History of Development of the Mo3t Recent
of the type of extrusive dom,~s and truncated cones predou.inate in
this region. There are also some lava flows here without cor;-e-
sponding central structures. Only Samsar d1ameter 10 kri, ci-ater
3 km) can be regarded as an actual complex volcano, similar in
structure and morphology to the Avacha Volcano (Kamchatka). Tne
crater is missing in most of the peaks. Only the southern low cone
of Shavna-badi has a well preserved crater. There were at least
two effusive cycles during the post-Paleogene in the area ol' "Ine
South Georgian volcanic highlands. The Erushetskoye highlands, the
margins and the lower part of the Akhalkalakskoye plateau, Lhe pied-
mont and ancient cones of the Samsarskly range, the plateau of Daba-
dzveli, the Tsalkinskaya Caldera and a large part of the Morkryye
Gory were formed at the first cycle, which Is dated as Miocene or as
lower Pliocene. The second effusive cycle (upper Pliocene and a part
of the Quaternary) produced the doleritle deposits of the Akhalkalakskoye
plateau and of the Khrami Basin, and also the younger of the volcan1c
massifs of the Samsarskly range, Mokryye Gory and the Borzhom reglon.
Card 212 S. P. B.
RAM&SHVILI. L.I.. doktor gso~7aficheskikh nauk.
Volcanoes and paeudovolcanoes. Priroda 45 no.10:92-93 0 '56.
(K6u 9: 11)
1. Institut geografti Iment VakhuBhI kkademit nauk Gruzinskoy
SM, Tbilisi.
(Georgia--Volcanoes)
KnUASHVILI, L.I.
'Wow
Geomorphology and valeogeograDhy of a nortion of southern Georgia.
Trudy Inst.geog.AN Gruz.SSR 8:3-43 157. (KIRA 10:12)
(Georgia-Geology, Structural) (PnleogeograDhy)
KkRUASHVILI, L.I.
the geomorpho logical history of the Upper
Imeratia Plateau. Trudy Inst. geog. AD Orus. 5M 10:49-71 '58.
(KMA 12:8)
(Imeretia--Physical geography)
ASTAKHOV, N.Ye.; VLADIMIROV, L.A.; GOGISHVILI, K.S.; KORDZAKHIYA. M.O.;
.XAMLSHVILIX._R-I,t.,L_kp~HADZE. Ta.V.
Physicogeographical characteristics of Upper Imerstia. Trud Inst.
geog. AN Gruz. SSR 10,155-193 *58. (MIRA 127
(Imoretia-Physical geoVaphy)
KARUASHVILI,- L. I.
Geomorphological features of the Lechk-hu-I Range. Trudy Inst. geog.
AN Graz. SSR, 12:3-21 159. (MIRA 13: 10)
kLecbkhumi Range Physical geography)
ASTAKEOV, E,Ye.; VLADIHMV, L.A.; DONDUA, G.D.; KQRDZAK IA, M.O.;
NJW-LNISHV IL I. S. N- ; SOKHAD21, Ye - V. ; UllkFA, D. B - ,
CUWASHVILI, G. Z.
Physicogeographical atudy of the Lechkhoml-RaohinBkijV mountain
depression. Trudy Inst. geog. AN Gruz. SSR 12:197-220 159.
(MIRA 1,3: 10)
(Georgia-ftsical geography)
MARUASH-VILI, L.I.
Paleogeography of the werm,dry epoch of the Quaternar7 period
(Mindel-Ries interglacial stage) in the Caucasus. Soob.Ax
Grllz.SSR 22 no.1:47-54 Ja '59. (MIRA 12:5)
1. AN GruzSSR, institut geografti im. Vakhushti. Tbilisi, Pred-
stavleno akademikom A.B. DzhavakhIBhvili.
(Caucasus-Paleogeography)
MARUASHVILI L.I.
Relict valley on the Tagludzha xipland (eastern Transcaucasia),
its genesis, age, and paleogeograph7. Biul.kom.ch-tv.per.
no.23:82-85 '59. (MIRA 13:4)
(Transcaucasia--Valleys)
KMASHVILI, L.I.
The great Interglacial epoch of the Pleistocene. Bot.zbur. 44
no.12:1737-1741 D 159. (MIRA 13:4)
1. Institut geografil im. Vakbusbti AN Gruzinskoy SSR.
(Caucasus--Glacial epoch) Oftr) (Spruce)
MARUASHVILI, L. 1.
"Problems of Paieoglaciological and Periglacial Morphology of the Caucasus"
report to be submitted for the Intl. Geographieal Union, 10th General Assem'-I'y
and 19th Intl. Geographical Congress, Stockholm, 9weden, 6-13 August 1960.
MARUASHVILI. L.1
Kodor River terraces (western Caucasus) as an example of terrace
fo-rmatioA,in mountainous countries. Soob. AN Gruz. SSR 24 no.1:37-
44 Ja 160, (MTRA 14:5)
1. Akademlya nauk Gruzinskoy SSR, Institut geografii im. Vakhushti,
Tbilisi. Predstavleno akademikom A.N. Dzhavakhishvili.
(KodorValley--.Geology, Structural)
MARUASHv LI, L.I.; SKRIRTIADZE. N.I.
Little known upper Quaternary volcanic centers in the Knogo area
(Little Idakhvi Basin). Soob.AN Gruz.SSR 25 no.1:27-32 J1 160.
(MIRA 13:10)
1. Akademiya nauk Gruzinskoy SSR. Goologicheskiy instittt, Tbilisi.
Predetavleno akademikom A.I.D2anelidze.
Wakhvi Valley-Volcanic ash, tuff, etc.)
MARIJASHVILI, L.I.
Brief geomorphological study of the K(>dori F.-4ver baBin. Tndy
Inst. geog. AN Gruz. SSR 14:3-28 161.
(KIRA 12:,,
MARUASHVILI, L.I.- TINTILOZOV, Z.K.; CHANGASHVIII, 0.2.
Results of speleolopical exploratiDn5 on the Arabika limestone
massif in 19~0. Soob. AN Gruz. SSR 26 no.5:547-554 My '61.
(MIRA 14:8)
1. Speleologicheskaya komissiya AN GruzSSR. Predstavleno
akademikom N.N. Eetskhoveli.
(Arabika rerion--Karst)
MkRUASHVILI, L.I.
Results of speleological investigations in Odishi (western
Georgia). Soob. AN Gruz. SSR 27 no.4:411-418 0 161. (MIRA 15:1)
1. Akademiya nauk Grusinskoy SSR, Speleologicheskaya komi.9siyv.
Predstavleno akademikom N.N. Ketskhoveli.
(14ingrelia--Caves)
- - M&RUALsmaii-, L.1 .
Upper Quaternary glaciation of the Ger=lkh Range (South Ossetia)
Trudy Inst. geog. AN Gruz. 5d 170-14 162. (MIRA 16:7)
(Germukh Range-GlaoVi-I Epoch)
A .14
MARUAI,~7'.'11-1. L.1.:
' 19(
MARUASHVILI, L.1.
Alexander Humboldt as a geographer and naturali5t. Trudy "erg.
ob-va Gruz. SSR 6:17-26 163. (MIRA 17:2:
MARUASHVILI L.l.
Age of the karst topography of the Greater Caucasus. Dokl. AN =3 R
151 mo.4:904-906 Ag 163. (MIRA 16:8)
1. Institut geografii im. Vakhushti AN Gruzinskoy SSR. Predstavleno
akademikom I.P.Gerasimovym.
(Caucasus--Karst)
.~L~,s~40ktor geogr, nauk [translator,
DAFIBEGOV, Rafail; MARUASHVI;j
red,]; ABUIJTrZ2_,'�_._, -red-.', ZMTSISHVILI.. tell-hr.
[Travels of Rafall Lai.ibe[-ashvili; ei---hteen ~e, rs . pent in
Asian countries' Puteshestvie Ra-faila Danlibegashvili; voser.1-
nadt5at' let v straxiakh Az-,'A-*. T'Oildsi, SaDchuta SakLirtve_'c,,
1963. 120 P. (VdhA 16,12)
(Danibegov, .-.afail) (Asia-Description and trnvel)
GOGATI~:F-1:1,1, A.D., MARUASFIVII.J, L.I.
Fos.qii Eoils op tr;-3 ea -~ '.e rn margin of the scu tr;brn. ~,oorgj v0 ,-, c
k an z an'
upland. Uoh. za~. "Gil. .-ler. geol. - geog. nauk no.3;79-96 '63.
(,c I:L~ 1,7: 'A I )
HARUASHVILI, L.I.
Stratigraphic and paleogeographic Interpretation of" some
characteristics of the structiire of the terraces of the
Ksani and Aragvi Rivers. Soob. AN Gruz. SSR 31 no. 3t613-
o18 S 163. (1-URA 17:7)
1. Institut geografii imeni Vakhushti AN GruzSSR. Predstavleno
akademikom P.D.Gemkrelidze.
MARUASHVILI Levan losifovich
.
(Physical. geography of Georgia] (Fizichookala geogmfiia
Gruzii. Tbilisi,, TS*dna] 1964. 341 P. [In Georgian)
(MIRA 18:7)
MARUASM'171 L I
Geomorpholo~7y of tne lime-stone MaSs., of Itgar-ia
irudy Inst. geo~7. AN Gruz. SSR 2D:3--k. 164.
( R, 1-,A 19: 5 '
MARGASHVILf, 1.j.; CHANG~~.HVILi, G.Z.
New data or, s;"F)F..--.-,tsi -,,raced ~-.f 6--::a1 actlvity !n the Mlebellsa
region (southern foc-rtil-Ils of -.es',ern Caucasus). Sc-ob. AN Gruz.
SSR 33 no.1:1123-130 Ja '~4. (MIPLA 17:7)
1. Institu-, geografii imen! Vakhustti AN Gruzinskuy SSR.
Predst-av"eno aPademdkom F.r. Gamlimajidze.
KWASHVILI, Vol., imaehWst
I.. -
a switch protection an electric locomotives w1fhout recc=eratiam.
Bleke I tepl* tinga 2 noolo:35-36 0 158. (MrPA 11:11)
1. Depo Barabinek, Omokays doroga.
(Electric locomotives)
22751.
Parazit,i
r$~IZ*r,,jMp na I L:' z
SO: !10. y,
,-
i 7'., .,: ~! I .. . . - l,' -'. M.
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. I - I ~,- ,I'. I Dr. 2 * - I-"
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h . I' : !- . . 7- , -- - * , . . I
,7,
W,Gii askoil
lid
MARUASHVILI.T.I.
...............
Determining the real roots of algebraic ocuations vith the aid
of an integrator. Soob.AN Gruz. SSH 15 no.5:265-270 '54.
OURA 9:6)
1. Akademiya nauk Gruzinskoy SSR, Tbilisakiy matematicheskiy
institut im. A.M. Razmadze, Predstavlano chlonom-korrespondentom
Akademii 6h To. Mikeladze,
(Equations. Roots of)
MMIUASHVILI, T.I.
Accuracy of solutions of finite-difference equations aDproximating
Polooon's equations in electric networks [with summary in Russian].
Trudy Hat. Inst. AN Graz. SSR 24:163-177 '57. (MIRA 11:3)
(Difference equations) (Integrators)
LA 16(.j.;Ai) MLAM I FCDK RULOMTICS SOV/3365
j
A-I.yd~h-~.y SaR
ztoatL. I rrl-ly~
jo~tu- of Ports of U. comr.-Om cla
c~,;-t1moa Vh -%ica aod tM U" of Oam;mtr 'ftck=lr~ffi) bakm, 190-
63 P. LM .pi- prite4.
i-Al Bp-Wrl~g Ap Ci-st kk-d*-Iys m-k S=,,vychI5IIt-l*AYy tnutr,
Akd,,iyu mak &L~Z E..tlWt .-tiki I to -khaolld-
go cmtrl~ut,nr. wntio-d.
,~Is nk Is t~~ndxd for pura Md SVPlied mthroaticiaoR, -claDU I
FMMM t
2 'I"t, work I.-I-. --put-tt- " th-
or dw. I omp.t-
C(rapkat Thim b~k cmtain4 s-arle. of reports made at th. C-fwnnm CID
C'"'-t 1-1 ph~_tl- " th. APP11-tt" of C."t" T%*h'Iq_
It. t-k I. dirid" 1.~ t- -I. part.. 7t. fl-t Fart I. d.-ted
cm-putatlooal muwmtica and conmins 19 ~rls. of reports. 7ko vood
.tIm I. d.-Ud t. c..ptin, t..h.IW-. and ~ontl... 20 -rt.. or
mrports . 110 per..-Itti.. ra -Oti-d. go refre-da am gl-a.
ftbUb, T.A. 0. tk. Filtration Of . Llqld I. Nomb-olpmova, Pbdl- 36
VakhmAm, Yu.A. 01st- of ID.tru-tl-m. for a Universal Digital
with magoatl~ (ftrrl~) al-ta am It. clroit. 38
111"Im,"V - " so. coott.-ly Opratls PLth-tioal Plahj.. for tk. 40
Solution or Natbeastical PbYstes Probl&w
PW4,1-, Kh. AVpIA-tI- Of Matbmatical Vlachtne. for tk. Soltl- Of &
Imber or Scientific wA lngl~rtng Pvcbl~ Of FbImLem PrOdootim
(&-ry 41
lialkin, T.D. Arylleattem Of 31metrool. MgIt&I C.Wtrs 1. 0-lilocal
.FI...JL.9 43
hLbuobklb, N.D. Opratlonal Itzpartence of ua WT-9 sod In-5
N,1-. MA 0art"n tb.&IblUtt*s top toeftasimg tjw Waaber or Problem
-ft" Am Abla to DOI" 52
Fla~sh,111. ?.1. 00 tkA m-t-.. at th. swum of a nalsa-dim-
the Polesom lquatics, On Blends Ortdo 53
aLrd 6/7
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S/04 61/000/0!~/-)/~/-:-'
C111YC2?2
AUTHOR t Mitrunfihvili, T.I.
TITLE: Method of straight lines for an equation of pai-Al,elli
PERIODICALt Referativnyy zhurnal. Yatpmatika, no. 10, -61, 110,
abstract 10 V 238. ("Tr. Vychisl. tsentra. AN Cruz
TEXT: The author considers the question of tht, approx:mate,
of the equation
2
0 U du - f(x)
~-2
x
with the following boundary conditions
,?U = 4' t) 9 u (t)
X X=o 2( -?~-xIX., 2
N
and the initial condition
Card 112, U(X,O) T(X)
32478
Method of straight lines for an ... ClIlIC222
The author investigates two variants o' the method of s1raiF,1.*
a) the replacement of the second derivative with respect t x 'N
difference relations ; b) the replacement of the derivative wit.,.
to the time bv a difference relation. In the first case ti,;. q*.*,.,
applies the simplest approximation for u " and the nrot'--T,
xx I
the solution of a system of n differential equations of f,.rEzt
author estimates the error of the approximate solutir-,r. anIJ ;-r-v~.-:
stability of the calculation sct*me (the approximate solut,,or)
continuously on the rii,7ht side of (1), on the boundary conditions
the initial conditions (5)). In the second case th-? first dorvr~-iv-
respect to the time is r~nlaced 1-Y "he first differ-r-e
after Viere results a s-luence of ordinary differpntiaL e-pia* - rs
second order. It is -,-,roved that the of the -; -,.-
of differential equa, tions ccnv-rEres to the solution of t -,T
and that the calcul-it.---n process is stable.
Abstracter's note : Complete
Card 2/2
3 ~ ~, 'l-) 7
4/ U,z I - - / - .-' -- - ,
& C IC222
MaruLishvil P
---
--------------
TITLE-. 0 th C t: X L L, 11 1
e 1; a t1; f, 0 XM, J 6 L
eluctricul r,,,tv,-rr.S
PERIOLICAL: Referat-Lvn,,~ zhurn~l, W,tt--tirka, ng-.
-bstr~,ct 1V151 ("Tr. VseL;. suvuz~nchan,,,a
[Ll~ t e 1-1 1 ~,rimenertiyu ,jch.ull tu 'IL !, bu-*.-
AN Azurb SSR, 1!61, ,,t,-100)
TEXT: The author uxaminu.,:; the 6-clvinf, ~roces!D vf- Tne c-fff~-,-
rential equation on electricc~~ netv~orts which P, i ~-,3 r.
equ;~tion- A new wnich e
aatiun con';~
found wi th the nelp ~-! t!.e intt;.lrat~)r The irs tne
.
;parameters capaci t, of tht~ -n, e~ L ,,.d v~ * ri-, n,
of the al terriating vc)l tni ~sui "'.1
~he autnor (-;,jtIcluues LhE&! 'Lhv chol ce of tur-
Df connectiDns
[Abstracter's note: Com~lete
Card 1/1
GAMEHITASHVILI, L.G.; KMELAKI, N.P.; MARUASHVILI T.L,- OKROASHVILI,
G.G.; KMRATISHVILI, G.L.; KVAV-ILA-3HVII-J,-LN.-
Solution of some problems by new methods, using electric
models with d.c. amplifiers. Trudy Vych.tsentra AN GrU2.SSR
23319-334 162. (MM 16tl)
(Electromechanical analogies) (Electronic calculating machines)
ACC NR, AT6029248 SOURCE CODE: UR/0000/66/000/000/0459/0461
'AUTHOR: Okroashvili, G. G.; Karuashvili, T. 1.
ORG: none
TITLE: Short description of a device for simulating certain problems in the theory
of river flow regulation
:SOURCE: Vfiesoyuznaya konforentsiya-seminar po, teorii i me-todam matematicheskogo model-!
iirovaniya. 4th, Kiev, 1964. Vychislitellnaya tekhnika v upravlenii (Computer technolo-
in control engineering); trudy konferentaii. Moscow, Izd-vo Nauka, 1966, 459-461
TOPIC TAGS: computer simulation, simulation test facility, control simulator, analog
,computer, flow analysis, flow control, flow kinetics, Markov process, stochastic pro-
'cess
ABSTRACT: The authors describe an analog, electronic, river-flow regulation simulator
usek' for problems of flow regulation, based on the Monte-Carlo method. The system per-!
;forms the following operations: accepts a series of uniformly distributed random num- 1
1ers, and using them, from a given distribution function, selects a relation between
;adjacent numbers, and computes the values of the required parameters: the useful out-
:put, the losses, 'the filling of the reservoir, and the degree of accuracy in the out-
.put. The river flow is a continuous stochastic process that confoxus to the distri-
rard 1/2
ACC NRt AT6029248
~bution law, given by the Pierson type III curve. However, for the purposes of flow
,regulation, it is more convenient to consider the flow as a simple Markov chain. The
!simulator uses the algorithm
zi 0, - if kj+zj-j-a4,;~O;
Y, It. if kj + 21-1 - a > 0; k'+z'-a-G, ' if O