SCIENTIFIC ABSTRACT ALEKSEYEVSKIY, YE. - ALCKSIDZE, N.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000101010015-2
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: September 24, 2001
• Sequence Number: 15
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

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AIMNWSKITR TO.T.; GOLITS. R.K.; MMKIN. A.?., doteent; GRIVA . Z. I..
radrArtor; 30ttM, To.T&.. takhaichaskiy remaktor.
(vamnutative a"lirsi*l Kollchastvannyl analiz. Izd. 4~e.
parer. t dep. dots. A.F. Musakin". Leningrad, Goo. nauchno-
taktui. izd-wo khimicheakot lit-rr. 1953. 640 p. [Ricro$"lal
(Chemistry. An^ly-tlc--Qusntltatlve) (MLRA 7:12)

I
AIAXUYIIVSKIT Taygenty lade irovich; GOLITS. Rudollf XarloTich. MUSALIF.
id~'P'O-irov'',~h'-' *;MUftftSXIT. A-I.. redaktor; IRLIKH, Toje.,
tolchnicheaIrty rodaktor
CQUntitative analybisj lolichastvannyt analis. Imd. 6-oe, ispr.
LeaLngrad, Gom.uauchno-tekhn.iitd-vo khtm. lit-ry. 1957. 630 P*.
(Chaimistry. Analytic-QpantitativeY (MLRA 10:7)

GOILSUT, 0.1.(Horalkyl, C.1.1, agroDw; NASUSHKIN, A.1., insh.;
ALUSEYEVSKITA. Ye.TqjA1iekaietev*1kyi, IE.IE-], red.;
GULKNKC,G. 1. IftlenkoO. 1. 1, tekhr?. red.
[Lot's trimarorm bogs into fertile lands] Feretvorymo bDIote
v rudiuchl zemll. tyly, Derzhaillhospvydav URSR, 19W. 230 p.
(MIRA 16:5)
(U)(rnine-Drainnge)

AIZ;:s!YWSKIY , Ye.Ye. [41oksioieve lky-1, IE. 1E. I
Irrieiktion In the Ukraine. I zlly'~tia 11 no-5-33-36 ll-tr 161.
(1-9-r,A 14-.7,
I.. Yr-odatclatell Crasudarfitvamiogo kAmiteta Soveta ainistrov WSH po
wdr.a-itu kJ3omvuymlvu.
(Mrmine-Irrigation)

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LITVINIK"O. A.I., inth., kapitnn dalluego p.Bvariyg;
RACHIOT. A.A.; TSUILBIS. A.I.; KAKSNEV, N.P., :-nd.izd-va;
DROZEUINA, L.P., tekhn.md.
(Hanual. for merchant msrine bontswairej Uchebnoe posobie dlia
batsm.4r-s morskogo fletn. Pod red. A.I. Litvin-::kc. Leair-4-;rad.
lEd-YD 'kor-koi trnrasport,* 12::!)
(*rclviut. stsm"n)

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SOURCE CODEt UR/2910/64/004/004/0551/05
'if
hu-.Hopt SbLritaytio, A. 1. (Sirveltis, A.)j Alsksayunas, B. K. (ALIkitt-
Jana$,
ORG: iiilnyus State University im. V. Kapsukas (VL11nyusskiy Gosudoirs-
tv*nnyj 1U=ftVij"t4t
TIThVt Photon ens it ivity of _Sb2!S~ sLagle crystals to 3K rays
. - -.9!.
SOURCEI AN LitSSR. Litovskly fixicheekLy abornik, v, 49 no. %, 1964,
TOPIC TAG$t mntLmany sulfide, photosensitivity. x ray measurement,,
radiation dosimetry
ABSTRAM The photosenvitivity of Sb2Sj,Z1n9lG crystal s to I rays was
studied as a function of the growth con ions of the crystal , . e.,
the vapor prommure of the more volatile component (sulfur). Also s;tud-
ied were the volt-ampere and dosimetric characteristics. inertia oil the
photocurrent mnd stability of the photosensitivity. All the atasure
Me nts Vere made at room temperature. It was found that the photostin;L-i
Mity Increames with sulfur vapor pressure at 0.10-0.95 me Hg but doom
not change statistically in the 12-395 an Hg range. The volt-ampisre
1/2
___ ........... .... .

L 11921--%
A~E ... b"ji
characteristics are linear or superlinear. The dosimetric characteris-
tics are linear or sublinear. The photocurrent most frequently in-
creases and decreases along a hyperbola. The photosensitivity is stabl
at a dome rate of 45 r/win and a field strength of (105) 104 V/m. The
study shcowed that Sb2sIclialle crystals can be successfully used in x-
-ray dosimetry. in con us on, authors thank A. Karpus (Candidate of
Physicamathematical Sciences) and V. Krishchunas (Senior Lecturer) for
kindly supplying the Sb2Sj single crystals. Orig. art. has: 6 figures.
SUB CODC2 20/ SUBM DATE: IlMar64/ ORrG REF: 006/ OTH REF: 003

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The ),TI.DIAPII!s L-.r-d r;Dsulta r.f surgery of plptll~ ul:!er and ite
-,ompl inn* ions. Mod. ProgI.. Novi SmA 7 no. '~: 3~Q- I'll- 195L.
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lipm,--rrh. u1nor (Ser,,)

~;V-FTKOV17, AUMSIC, Ljuhisa; ANTIDNIOLVI3, MickAraF
Js~'I-Rlopment of t~;tierculr,!A!-, .7,i -ur-lnoma Ln *,~.e lurq.
o!rku I tma, Be cler. L5 -"53 ' t, -
(uravnik--
An':~tdl)erkulcrzni dispanzer !~a stacionar~~., hnl~z.eva,~
Ar H.CV0.0kowic)
NKPLASMS compl)
FULMCNARY c-rrl

iriz. (necp-4.c, :,-~ranzika lZI)
f!ict0l'zi I n I r,.,!*(,jsi onal 4 is-an: .c-
fral, work In Industries arul Mining. "e!'ni'l-a "I:C, I"! S.
3uppl.: CTganiviclJOL rada 12
.:tx,,~cn] anradrilk za Ln(,d4cinu ;-a;~

no.

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Ckmes is is bntfly explained A. ;. KIN"My

AJ"PUftM Cainpil ter #or
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30U'R~F: Mast Suro"an Accessions List, (EFAI ) LibrArv
of Cons-ress, V02- 5. No. 9, AuMint, 2Q~4.

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If "A*CC Nt, Ap600073$ ...... SOURCE COM. uR/oz%/65/o3q/oo3/o6q.5/o6q6
AU771OR: AleksidZ0, 04 N'
ONG: Non*
TITLE: R*aults of investigations of pl!S;Ln q Lqpp
jjqrkW preparations
used agaitiat the ntining moth Lithooollet a pyr foliolla G113M. Resume*
~WMTXI Ali GruzSSR. Soobahchoniya, v. 39, no. 3, 1965, 695-696.
TOPIC TAGS: horticulture, plant disease control, insecticide, organic
pboaphorus compoiAnd
TRACT: In reaent years the number or leaf mining moths highly
urlous to applo trees has greatly increased In some parts of the
~".rojrgian MR. !rkle moth larvae feeds on the parenchyma of the leaves and
thi3 causas poiwture drying and foaling of leaves. Several organic
phosphorus gwepaxiations have boon used on 3 yr old trees in experiments
Under natural conditions. On the basis of treatment results, the
preparatillonn can be divided into three aroups. Highly toxic effects are
);roduced in desmiding order by =ethyl ethyl thiophos ' thiophos, and
zathion; nodert0o toxic effects are produced by carbophos (Malathion),
docido, and trImblonnetaphos; arid, week toxic effects are produced by
h-olcrophosp ahlim,*1phosi with OP-7, and photex oil. Orig. art. has:
r

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AUTIOR- AlAihaidze, M.A.
TITLE: On aa AlgortUim for the, Automatization of the Numerical Sjlut.,oll
c)f t)u!- Flarme Dirichliet, Problais for the Equation of Laplace (Ob
odnA)m algarltaw avtomatizataii chislennogo reshenlya plosk9y
Darti.le ilya uravnenlya Laplasa)
SSSR
PERIOUCALt Whlady Akademli Nuzq,-1.9-~3, Vol 119, Nr 5, pp 847-3~~,, ktWio
AlWMCT: The author proposes a universal program for the solutiu!, of the
Mrichlet problem for the Laplace equation with the aid of electr(nle
Uj;11- wischtnos. A complete automatization of the process can be
obtained by a very, exact arrangement of the points Cif the approx1,:,AWL;
net lying in the considered domain and on its boundary. In the
coiasider-el cmrq)le the-se points are subdivided not only in inner wid
bumdary Imicit5 but in ei6ht diff~-.rent categories. 11he e stab I i Sh.:Vat
of the dt~.ucribed universal program wras made under the 6-utdance of
Card 1/,~

20-119-5-1/~q
On wi ALSorli*= jCcnt.)
E.A. VoUtov. Tlw iv- are _2 figures .
ASS(X'~710N^ lnstt~ut tochnoy wkhanlki i vychislitoellnoy tc-hi.-4t,l
kvidvmii nauk SSSR (Institute of Precision Webabim and C4)r.-.pUtjit!_
Tec, I in!,-,!, of the Academy of Sciences; U3SR) Fhtemtiohtt&lyirivttt-it
irt.. A.M. Niv-,idim, Akademil tinuk Gruz SSR (Fhthematical
Im. A-M. lW-zmt,J-,r. of the Acaderty of Scienccs,Gruz 'ASR).
I
PRF.W,NlED- November Llf, 1957, by S.L. Ek>bolev, Academician
RM-IJIMID: lkivember 2'~, 1957
Ct.nl 2j"2

'2 120-1. - 1163
iteration Process for the
,ence Velocity of the
.;~)Iution of' tho Nrichlot I'l-oblem for the Laplaco Equution With
th-v Difference Method (0 nkorouti skhodimoqti iteratsionnoto
raznostnogo resheniyn zadachi ririkhle d1ya uravrieniya
Insa)
FERIOL~Xk:.: 1~j,ilady Akademii nou '1958, Vnl 120, Nr 1, pp 9-12 (USSR)
AF-3THACTi I.Yimternik Rof Introduced an operittor D which is connected
F j 0C
vi:Ah the operator
D-a + U
ij - 4 i,j+i ui,j-l
by the relation
D U 'Du + Ck u
64 1+ ot
F ex it is' obtained D (D+1)1
1/ 4 5
r 1
(u + u u
1/4 'i,j 3 i,j+l i,j-1 + ui+l,.i + i-l,j + ui..4.
Sdn~a th2.s operator is not much r~.ore compl,-cated than D and the
diviiion by 5 is equal to a multiplication with 2 and a ditiplace-
meni of the decimal point, which is faverable in most caaev for

Gn 'ho Corverj1,j-jj,,c- velc)City of the Iteration ;,rocesig for the 20-120-1.1163
Solut~ori cf tbp :irichlet Problem for the Lay'ace Equation With the Differ-
tl+ i.7-n' i cirt Lon --n computers, the quest2on arisee whether it is
to -a.-ie 1,' lnvestign*.ing this r.-,,I:Iem the
114 '
at it 1, tmrong othera., I. L,v
rive, a converg-nt method '~r ~,O.
for
one obtains !!is iteration proc-ess -f ieb-
4
i jury compact iteration schjme and very quick convergence
(t wice. quicker than for the iterction of Richardson), 3 D., 'j/4
r,
-mi,x.res a smaller nimber of arillimeti,: operations than L.
A 1*,.i'-ly automatic solution of thL! Uirichlet problem for the
Lit; 1, -e e j%;.ation on the Soviet c.--.,p,,iter BESM is --onside.-ed in
dt:rtai !.. There are 2 tablea, and " referen-:es, 3 of whic`o are
t, rkndl 5 American,
10ii Inii ti ta, tochnoy itekhanikl t i tel 'i;o% tekhnki Akademli
nauk jz;01* k' Inoti tute for n Meohanice and Comput~Aion
T~Ichi-;ca at the Academy cf Sc~er.:-es of the USSR), Mate::.--. tichesqkiy
infit;tul, Imeni A.Y.Razmadzo Aka~--=,.J na--k ;r-lz.,r:skoy (1athe-
'Injtitute imeni Raz-aize of -:,e Academy of Sc:-en--es
c." SOB)

so V/
On tnf~ Convergence Velocity of the 1toration Process for the 20-120--1-1/f3
SolutIon of the Dirichlet Probleda for the Laplace Equation With the Differ-
ence method
':-RFSENTEDt Nc,vember 27, 1957, by S.L.Soboley, koademician
SIJ P'-' '~ T T-: L :Ncvember 25, 1957
~jery Operat~,rs jlathema-ic-~:' Mathemati-~al
Card ',"3

AUTHOR: A a v i. ii c , M A
TI'2LE: fh-f*"-4j%Qi~~- f t f: A
f t ~t ' V, e I '? 3 r a z r t i
pri.munp ti i pi a e rm. r-i me t d. -Zh var qi ni c- 1 ek t ronrykh
ts-1Jrr%ry),h maqh-,naW
PERIOLIMLL- Aki:Iimii nauk Vc 1 2 234 (USSC
ABSTRA.Cr! Wi t h t 1, P e)r,:LT.I,-' e ~- f t lie r,- r p r - em r the Lap: ac e
e4uuli,,.x, :.n 3 re,~tanir.!- 3.,nt&: -mmpa-~--r :f tle L,-bmar,
i t er a,, i ~~ r.1) Lin ! he a i - - -, - it .-. rir ri(,*. t,,r 4~ --I "-hPa7z 15 c arriel cut.
A combinat~.cn of r-cth me+11i-~d:! an I rir~ ald: t irna' use :4 the
methcd of ruperre;ax,,,~ 2~ri v,,,,,, lRef :I are
'p app-za~-- n cf the cknsi-dered
dis"!-.1sved. f-7
;3et,fic~dB f:)-
There are and, a 7ofrer!~?.-.- &;- 5-,v,.ct and
I AmP:r ~ r, wi
A.3SOC I AT I D?i:(--ns,t , ! i4t,~ r- lze~ -5 at !h-
Ac a~.err~- zF i r , o,- .- f ! t, ot '!Sp T, c'. aekhaniic-.
vy Ch I f~ I I ~!rj,n. y r H a -i q, t e C."k 1 v
A 1, -f the
G--L,L, 1 7!..)

3 T I
IT 1 7
~va 1,-r:,3

,/774/60/001/000/00101z~
AUTH i4e. U
-Y. A.;
I J
TIT'LX: iUiition to~Aha, si4~ti6n by the networlt metthod of equations of
allio W typo wli~ edo conditions containing arivatives.
SOUE~Cpt AkaA L 4: I6ruikiokoy Ssv~. VYCM*Iit4llnyy toentr. Trud
Y,5
TEXT: Tha~j pt~r deals,J~it~~! difficult problem of the solution of equa no
-Or the llilp4c t)~ 1,With ad onA U048 coatAining derivatives by means of th at-
C, t!
wozk me~4d. died! ichernies ~revult in alioxceedingly crude a tion.
Of gIc 0 Itt s me
I thodi (Zeitschirift f. AngW. Math. & Phymik, v no.
Yirp: .1
3. 1952, 110) wtt ia~ noxma 4ortiOstivo resuits in an a r of the order of ma Rude
W
of t3 4
4, ~Ie -.O~-Wotrk h. ViC1r1si&sth*C SSSP, v. 10Z, no. 3, 195 tiuz-
p
ins a ftn It, t. kew 4215 ormal'
~48 &PpTOdM&O*- n~ 00h8! So tondl no with a skew and
Od
dn
i dtriva r c' maear 40-jionsl I a pe rmit the solution of man 0-
1 blemms w ;an et i-oftm k*i,!4r a the assumption that the coefli nt of
2
fth C
I
,the norm" idderiv, Ivie does ;~dt ro: rwise the error in of the orde f
vnagnituiAR6 tw present po or do i network approximations of the Ptic,
differentiIaV ops~sl~i in the' nodes vAdch offers the possibility of sot 9.
Card I Z'
A.

CaAtribli~,Q~ to 106 0 DLU otwork S/774/60/001/000/008/012
the boRx% p 1 0 0~1 ii skoi !:&nil auoximal derivative with an accuracy of
the arde rdi ouCan Wan of a Hwit an the coefficients before the
kad
derivativ -..a i sea are examined, depe g an
t4l Ary a r ca
how m aa*y d a 'X' 3dati losing -a boundary poin't; (a) one
(b) two i ~04(po Ing. AW3 cases can be encountered in i=tancei,
in region$ 4ty"Of h! a 11mittd1dorivatives, of extremely high oraer
and a rad ins ~of 'dix z- *ture i9ter than the stop h :in &,U points of the boundar
of "to gences of the Gauss-Seidel iteration
Proce a a 10 ~ VO 044 IPT01.6 i~problaw a *Ived for the Laplace equation in a
44
square wlt~ a sit iuafto tho num1b r of Iterations required to reduce the
initial Grim aj a3ftOPAnt. value of tha function in the node Ci. 10.
Oxis 1# 5 1.55z. I sumber, In, -.rmAw*d when the fixed point was moved
JCIO) was
toward the rl''o The, wer* performed on a 33 CM (BESM) cam
Puter. That* a- gUres I r4flers' B (5 Russian-language Soviet, I Germimk.
and Z
P
SUB ~Eib: 461~ Venibe
Card Z/z
r.
i
-

/774/60/001/000/01 012
1,9
AUT"OW
~e,4
TITLEt ulkth*6 ~Iii~icaf~pr 4m 61 the ereitian of a gital network analyz
In 2-
''SOURCM Akadeii 1 1~ SSRO !NythielitojInyy teentr. Trudy,.
Uk Is 9~ Q~
vL 1. i N
TMXTt TI~t,Vt-rIxi tb* Mai 600r' is &A investigation of the advisabW f
Cd
the appllca~tob Oir t1jousIte~*ti*S1 rotasses ~n spocialixed digital computer
putal 9
'to- i
reduce the lcotiftpu" tima. It is~ that tl~e previ"Iy proposed paraliet p''
cossing 0$ ~13 w Crowsj~ ri ies the jkAipment vequirements substanti4illy
d
~azd yet oms!rfot Y1 4 dl An the mi3st promising iteration pro - o*s'
th
smely, Umic piciblems in the solution of bouendlLty pro-
tilerns of --I 'f me
a !n& *yoke* by means of the network meth6d,
mely. %3 11tut=0S i 4evued aiicuxacy. appears to be the compara-
sma i-f -
11i timorn4 0 0=8 9 W iolectroiniq computers. Therefore. in the
*01ution of ~thb~*e pi 16~msl~ it;~OocqO 6s necesshry to divide the network-region into
Otrts and, ~or': each ~i eiration.1 tikrw j&a external memory equipment or employ the
I&ItCrnjLtxU$,S9Ixw&;rN I thado Ovi mathoo is preferable in the instance when
t~a !U
~hft no 6 1 ivided Rowever, with an increase in the
parts#

B/774/6o/cm/ooo/on/012
qlcrs~ooa of a digital uetwo~rk analyzer.
Matbewat4c#l prol, ims Of t~
number 'ples, tit points, Ihe rate of convergence of the Schwarz
00mom 4 submu~o
iteration procassri eWriorotis~ sba, ply, and ** method loses much of its effective-
ness. Pr4so~ I difAcultiesi , Iso, ariseo Therefore. the use of a specialized
disital marbine wt an O"r I * i'mory citCuit, either on a magnetic drw!n or
an a Magn6tic tapt t t -WO bell .spocially 4e&Lgned for the solution of problems
involving :U~iaco,'I~olfsso veo~ d diff ijon equations. appears very inviting.
i The matheimotical,; Oamis s is 94st iimpficity of bringing about the iter-
i Wtion, proc4sil eitl* th~ ple ~ r with a 9-point Laplacian network approxima-
~ tion Which-enters 346'all the, above. To clarify the voi
po
~Udefulnejs of the 4014cmionoi thq~"rious its;Iration processes it is indi
115911n,
!to daterwirlo, the Ptatic latiOoAhlps Wt*een the local and the in
9
e
Cur ring u144tr voi Us Itera an. #~Ocesves. "These relationships ar d rive
~detail. Fu ther 6''. ~ the varial'i tetation processes are analyzed from the point of
Z V I
iew of the, C~60VGIOo of thi'C''60%V6 A. ne
v
tin$ circuitry and the computing tim,
work appr~xlw'atlic ~J~orator ls~ examined, and a single effective
14CO
Iteration. Itopo leod~~ solution Of the first boundary problem. . A
~ptfmal r~r ptobleins of the relationship between the
~;~ber 01 4,ig' Its im, " mach4w~ cALp*ciky of the operative memory eqaipment
the pOkWt of 41 *'of a diffo;rsn, oalution.~ There are 16 references (I I
Aussian-14L~I~age SWW, 4 E~ OU language, band I of unknown original language
ard 213

ematicAl lpitobleM U the C~i*tlb~~ 0i digItall ... S/77il/6010011000/011/0
b visin, jir~Ueftt6a iti t1w Nikt"tict'ithoslo"kita Conf, rence on Uathemati
a chino in: 146vam*i 19
SS.
ST ITTED; ZI Novo
61be r 19511.'

S/ U-21 u2/ J-,~21002101
B 11 121:31 6c,
h e q 3 1 ui C'n t c, t
I t
21.1 -2 '0
~-u 0 in the rectar,,7UI,,r reglonI
u G) u
~D
n2
-k v v
CD
i are -ahosc de,,rees are dLnotei
--r z;:-:: '..'.CO170Z.3 irp derived From
.z: ti-.z. -. u --'o a harmonic polyno=.-al. 2. o=
Pr
v is u polycomial of -he degree =+2- The

112
fr, 'i o,
r r, o u r. a -a e p r olr
~rr+2+1/p
nauk 3!~--
u- o-` the Acadc-x,~r of Solences S S R
r.' Z! ,ly S. :,. S,5bolav,

3/02 62 147/006/001/034
BI 12YB1 a/6
A I r 2 11 O.R AlokuLtize.-g-
"IT' E:
%umerical solution of Dirichlet problem for Poisson equations
i'LRI OW CLL; A);adeniya nauk S55H* Doklady, v. 147, no. 6, 1962, 1271-1273
TF.(T: The follovinj; theorem is derived: Lot the fVnction u be the solution
of the boundary value problem
6u - f(M) in 0, u - y(s) on 5, (1)
where fe 14(P,IpA) in a domain Gl:)G the minimum distance of which from the
boundary r is equal to k > 0, and where u 9- H(P 1A 1)Ll) in 0; lot be the
solution of tho corresponding difference problem
k m
L' Ch'f + >~ h YG (2)
I Ic ?.I I
where C is a constant, G are functionals in terms of f, V, and of their
h 7 SOL
derivatives, L a is a difference operator having the residual term C(hs)
Card 1/2

31020 /62/1 47/0,',)6/c~ci /034
Numericrul solulacn of Dirichlet ... B1 12/B1 86
for suffiniently staooth functionq anti satisfyine the 1,ropositions of the
fundar-oatul lenaw of N. S. Bakhvalov (Ve3tn. Moak. univ., No. 5 (1959));
then tho. error u - u has the absolute value
O(h'
whe h, ic the error of the solution to the Dir"chlet probleM
re 'L F 1 AI'-I)
for harzioni,-al ~'un::tions u EH(F1 $A,' 41 ), this aolution being calculated
,h
by means of the operator - .
ASSO'~-I;.TICN; Vychlalitellnyy tsentr Akademii nauk CruzSSH (Computer
Center of the academy of sciences GSSi)
Fellruaj-y 24, 1962, by S. L. Sobolovp Academician
I = ~;'D February 21, 1962
Card 2/2

XUPILUA:EF 111.11.P alcadeuLLIt; ALLURLX, M~A.
Approxivutte method for s!1ving eertain boundary value problems.
Socib. Ali' (;1-u;.. S6R 30 n...,r.529-536 MY 163. (HIRA 16:11)
1. V~%-I,.JuIjtvj'jiyy i-neiitr AN ruzSSR i 'fbiliaskiy i-,,,,s,;d~xstvennyy
uril.-mi-sitot. 2. kkatitimlym nauk Uruzinskoy SSR (for Kupradze).

AU?XSIDZK, M.A.
Ca1c,i1ation of freely supported plates. Soob. AN Gruz. SSR 32
no. U23-26 0 163. (KRA 17t9)
1. Vymhi--%lit."l'nyy tsentr AN GruzSSR, Thil-isi. Pradst.-tvleno
rtkai,-milinm V.D.Kixpradze.

ACCESSICEN XRs A.P401458D 8/0251/6.3/032/003/052VO526
AUTWRI, "Sid$04' H, L.
T' ITLEs Ramrk on the solution of boundary value problear on slactro-integrators
or the JM-a2 type
'SWIM AN OftsWo SoobahchenLys, r. 320 no. 3, 1963, $21-5416
TD?= TAGS# bounUry value problem, 41ectro-intogrator, approximate solution,
.five-point approadmabion, LapUcs opurator, square grid, integrator grid resistanos,
nods rsaistwms, ram"er terst
AB=RACT s Moatro-Urtegrators of the 91-12 type can be very useftl for obtaining
an APPMxImste solution of boundary value problem with low accuracy. For solving
the prolaea
As y)JLn
it is usual W use an elemmentarjr five-point appraxiuation of the Laplace operator
%n&sqa&*Vidi.' OnV for bowulary n,-des dots one select appropriately the
--.. 1/2

ACCE=ON IMS AAM1680
resistances of t4p integrator grid. Howevers the possibility of varring the
~rtsistamea for all. nodes is built into the XI-12, and In certain cases this
'possibility, *an be used for increasing the &*curwy of the solution of (l)-(2).,
IThs author aTos Xormulas which have advantaps over the fortmilas of L. 1.
Outen"kber, K. V4 Korollkovp L. S. Klabukova, N. S. NikoIAWwv, and T. I.
Naruashrili (Rukovvdstyp k olektrointogratoram tipa EI-12* lad. AX SSSR, 3$53).
Origs art., but 10 fonmau and 1 table.
ASSOCIMOWs Akademira F-Ir Ormainakoy M Vy*chislitallagwy tsentr, Thilini
(Acadomv of Sciow", Georgim &M, CocVuting Center)
SMUCM4 Wurft DATs AcQt uwab64 ENGLs 00
SOS OWNS ar., m No mw sms o06 or S OCM

ACCESSION NAt A.P4(92756 5/0208/64/004/004/0683/0715
(TI
,I:JTIIQRS: Ilu V. Dn' idae, M. A. (TI1.1a)
pradzo, , Ile"
TITIX: Uothod of fwictional equations for approximate solution of certain boundary
value problems
!;OUPCE: Zbui7iml vy"chislitellnoy matematiki i matematioheakoy fiziki, V- 4, no- 4,
!964, 605-715
TOKC TAGSt function.--U equation, approximate solution, boundary value problem,
161richlet problem, Heu-._uui problem, linear algebraic equation, harmonic function,
elasticity theory, olliptio eq"tion, Lyalranov surface, Laplace equation
AP,ST?AC'!': The auth,:lra extend and apply previous work (0b odnom priblizhennom metode
resh-c-miya &ra;nAcIz2y*kh zwiach. Soobahch. AN GruzSSR, 1963, 30, 529-536)
an functiotial equatian3 to the Dirichlet VJid NeUX.VM problems, Wi solvabil-
ity of the obUilnod GrLItOMI; of linemr algebraia orjuitions, and on convergence of the
tvo propo~ijd mothoCm for approxima-to solution of the basic functional equation.
=c.Lhcd 4s at ixiwt aij univernal as ex'Jating ones, being applicable to basic
1-~ro*bI(azz in the theox-f of harzonIc functilons and elasticity theory,
wa-~ch is done im thin paj:er, i4a well. an to othor boundary value r, oblems for
r

ACOZESSION M. APilOL1,2756
elliptic equatio=o wd systems of elliptic equations, and also for solving limit
problems of parabollo an"' hyperbolic equations and equations with discontinuous
coefficients. 11. can also be applied to problems which aro reducible to singular
integral oquations. Lot B i be a region bounded by the closed Lyapunov surface S,
Bi . Bi + S, and lot B a be the exterior infinite region with boundary S. Lot
ufx%, X E Bip be t4e twice continuously differentiable solution of the Laplace
equ&tion in 211vrith. continuous first derivutives in B,. Then
U (X) dS, rz
))V (y) dS 4M y)
where
s- (2)
and
0- (y) d.S - (y) dS, -rB. (3).
(7t.. Y --
Y) ; rj% 5
where c)/;,- ny is tho derivative alone the interior normal at the point 7 S.
Froa (3) the un3mo= funotion P(y) am be dater-'nod for the Dirichlet problem and
Card

ACLESSION IIR3 APfOiJ2756
11'r(y) for ti-a Ile-oatann problem by one of two methods. The firs. mel~hod is to con-
34-nict tho coofficliants of expansion of a Fourier series in some complete
ort-honor=i.li:sed ayutem of functic,-,w. The second MeLhod is to replace (3), -in.-
nechanical cribaturit fo=LlaD, by a system of algebraic equations whose solution
4~ives a;proximate valuas of the unknown function at separate points of the boundary
S. a-,athora fimd an approximate solution of the Dirichlet and Neumann problems
all w.X point of Bi by substituting the obtained values into (1). They prove
t-%eorezz forzalated 4n thoir previous paper and also study the first and second
basic 1--oundazy value problems in elasticity theory. Orig. art. has: 10 tables and
to-
ASSOC 1A.,rI ON. none
S',TKUTT*.:Dt O#jun63
Z CL: 00
SIM COIZI 3M NO RZF SOVS 011 O=- 1 002
C',:;'J 3113

'R-r!luvil
1--. - - _"Ob-
3-3
-In t, m-!n4-

A, D. A., nid. ; ilhl.AVA I.;.
of the force of grrivityll
t Tbil Ist, Metsriler( on, 191-5. 253

rill

i
~Al :;"
:Oi, 4
,
~
IN

im

-A I

21
-14
it
it
J H~

AIMUZ~tjjjm,
Reduztlon of gravity and Its applicat!on to --he solution of inter-mal
boundary value problojo. Izv. AN SS.IRI Fiz. zem. no.4:52-59 165.
(HIM Is: 8)
1. T74:10531telInyy toentr AN GruzSSr.

PY

e!w
~fc H~ AM 02,16 k 0 1 URI..
A' tks~d i
!''Istdoettisn! of ~Eorc* ~ot $s9vit (RoduktaLya oily ty&shtsti) Tiflis,
1963. 233 p. Lllus.. biblio. (At head of
ttttol A" $-Mira !D#!Ak slim xLe VZchislitellnyy toontr)
Added Clook lani, 1000 C001i_8PVL0tad.
'S
~TOPIC TAM c~mputatlom# computer, earth gravity, geodesy, geophysics
I.PURPOSK4191D OtERACHI ~This book is i4tondod for specialist* concerned
W&tk jdadc!j and geophysics. It *#resents methods for solving the
Prot4os o f raducian the force of gravity in connection with gravl
mettitt obasiTwations. Only an approx1mat* solution of this problem
to Sioligibll, and, therefore, the book deals mainly vith two methods
for olvilfto: the problem using fmn*t1onal equations and finite
~z dL90:#*uca*1. In order t1sit the lAttor method can be used, the
&pptoxim4tW:**lutiom of the gravity problem is reduced to the
solutt*n of itbtarnal boundary-value problems. The comparative
estimates of th needed number oVinachine operations and of a&-
cb1*414Wft*moK too sire jivem for ~both methods. So personalities
; op:
are vonti*444'
531 531.5.+ [03.6.3] A48
fad, L12

1. TAUH O~ C*XTZ~T$ Isbri4jodis
Cho. 'Zi ratuction tit an approximate solution of an external
Ot ch at problem tolAn internal problem -- 3
Ch. 11.~ Xpprokimate uathods;for reducing the force of gravity and the
wathod~ of finite dIffstikaeas - AS
Cb* MI Orx*~L2atl 104 at co6pattr prOcess for the reduction of the
fort-O of gravity by the finite-dIfforence nathod -- 92
Ch. IVO, Method Of funettenst equations -- 16*
i Ch. V. Computoltion'Of high*4 derivatives of the force of gravity --225
References -- i4$
J I t
j
-sub CODXI 081, $USK DATZOI Dljuu65/, ;OILtG RITs OBB/ OTH RETs 019
!.Card-

UP (0) WAG
Npl AIP6031948
SOURCE CODE: UR/0251166/043/003/0555/0560
AUTHOR:' Aleksidze_, M. A.
ORG: Computer Center, Academy of Sciences, Georgian SSR (Akademiya k
Gruzinskiy SSR, vychislitellnyy tsenter) nau
TITLE: Affine image recognition ~6G
SOURCE: AN GrumSSR. Soobshcheniya, v. 43. no. 3, 1966, 555-560
TOPIC TAGS: algorithm, electronic image, mathematic transportation, image
r :cognition
ABSTRACT: The author discusses the problems concerning affine image recogni-
tion and those of development of algorithms, for training personnel to operate
machines for recognition of electronic images. lie proposes a specific method for
mathematical tranfiformation atid comparison of images. The algorithm stated in
the article hati heati programmed an a BESM-2 high-speed computer. The paper was
presented by Gokiyeli, L_ P., Corresponding Member, AN GruzSSR, on 2 December
1965. Orig. art. hiks: 9 formulas.
S1113 CODE: 12/ SUBM DATE: 02Dec65/ ORIG REF: 007/

ACC NR- A0006063 SOUR.C-CCODEI UR/0251/661043/001/0063/0069
.j 1-1. A.; Beltafte, T. G.
Xj'MOR: jxjel~siap
ORG: Cot3'7I*;t-'-tGn'aWfW~', AN GruzSSR (VychlslItel'nyy tsentr AN GruzSSR)
Tl-n-- nothod for checlinr geological Interpretations of gravity anomalies
SOURC-E-1 AN (*,ru-.S.9R. Soobshchenlya, v. 43, no. 1, 1966, 63-69
TOeIC TiM t algorlth, geophysics
SUB co:)*-.-: 08
AZST RACT:
The Coinputation Contor Acadc3,1 of Scicneas Georgian SSR has pro-
pa-red a program for solving the diroct problem in gravimotry, using the
algoritha P
U61) + k ~V (.x2-y2+zP.)',572 dx dy dz.
Gl-11
T gram
Iho ba3.3 for, &nd derivation cCthis algorithm are given. This pro
'was used in intorpretation of art incomplete anomaly in a rectangular
region. Tao triple interpretation method was used, that. is, it was
asma.-ted that the varth is throo-layored (sedimentary, basalt, granite)*
Irto appLication and offoctivonesu of thin algorithm is dmonstrated.
For examplo, Tabl-P 1 givos the dortt.hs of the sedimentary Layer at 3)x
14 points. A 10-Ioz vertical intcrval and a 25-km horizontal interval
wero used. The santo table gives the corresponding anomalous densities*
Table 2 glyss the depths of the discontinuities of the basalt and
granito layers, road from the plane a -22.5 ku. The table also gives
Card 1/7.

A;CC NR, ' AP7606063
the depths of the discontinuities of the subcrustal subutrato and the
basal,. Liycrs read -frcn the plane z - -40 ~=. Table 3 Giver, a consider-
able discrapearicy, between the observed field and the field comIxited, on
the baaig of a corresponding geoloZical interpretation. -this indicates,
a need for a careful u3u or pie =Lhod of..construcl-ina.profilou of
Cravimetric int-enretations. This paper was presented by Academlcfgin
V. D. Ruprodro an 5 November 1965. Or&g. art. hast 5 formulas 3 tables.
JPRSt Mp6?f
Ccd

........ *-'--'**-- --SOURCE -CODE: - UR/D020/6 -6/1701004/0628/0830
11. A.
OT, C :Calculating Cipater of the Academy of Sciencci;, GruzSSR (Vych1911tel'nyy
,Isantr nault. Gruz SSM)
T17LE: C-.,nc~v.;cof ait an-onuilous gravity 4icld
SOU:CZ; Ali SS!;R- M)II.Iady, v. 170, no, 4, 1966, 828~830
TONC, TACS. r~-i!lItti:aa integral equat ion, gravity
ABSTRACIr'. -pozx0tinl of the rea3 earth to ronaid(-red to of two parLs,
and ST. The fl.rst, part in that which Is derennined 1,v the Sto~.(..' fn.-mula, and the
second va-.1able relates to a laver of variable denzoflly, au,
integral equotton. 2:. C- Molodenskiy proposed solvinz; by
selecting vali;,:ts of anon-ilies on a sphere a which thc on the
surfzlce S ci~ ~bc Aoarth G. Tlii!; SoluLion -r pp.::f:),-r-. ~,i I,%- N. A.
detertzinini; on. t",c- im-face of a sphere a a r'y.,;..1Zn of an-:);--!_c,, CoInl-ided wtth
the Fravity of earth and the external fiel_' 0-I- C-10 varial,,!L :aycr- ~n
this syrr'n ST Zero. A giv'l' fu-%Ction '~(S) t"- ~;%vrja, of L.,e real earth
must be by ;.i.d of a value t'-,) on the spl~erc. Lm,:cr zhe -o;,dit ion Lhat
L%T' - 0 in rhv G; 7' - 0 in injinity. G, Is an ext,~rior connocLe'i wit"'I
the sphert! c, ;. &,ulbiict of C. The solution is j4jo;sible under -,Itt 'C*on(1!1tio;1

A1,60.1 32 70
iT(M)--:' 0.", '~ ~ , w'.iLi:,! t~ I j a p a aitivv fracr I on ii-d M
field. A ui 1-utictions ( 11r(MO) i , Where P".~Int .11 1.1, a su~-:;Ct: of S
is a nubset. oi S, '11) i's ,he ditiLancc between tlicqo polnus, carn. be u,cd ~c,:
the this sysL4~m and adaptinr IL Lo Lhe sphere j, Lhe extei-Icl-
Dirichict pro'blem for this function was solved, ar.3 an 'integral correlazi3a 'between
potential fle~ds T znl T' vas proved. Orig. art. Iiat~- 12 formulas.
SUB CODE: 06/ Sj'3M UATE: MecOl OFIG REF: 005
cugd

ACC NRo AP6034252 SOURCE CODE: UR/0251/66/044/001/0113/0114
AUT1,011: Aleksidze, N. G.
ORG: none
TITLE: Effect *f the oxidation reduction system of the mouse brain on
its cholinester4t,se activity
SOVRCE: AN GruzSSR. Soobahchaniya, v. 44, no. 1, 1966, 113-114
TOPIC ';,~GS: clit)linesterase CNS, fji0V.VErn.,.Tr,?t., medical
experimeat
ABSTRAC71 Various oxidizing and reducing dyes were used in experiment'!
designed to sliotr the relationship between enzyne activity and degree of
Lowering redox potential from +11
pater-ti.A.1 in the mouse brain.
to -30 ;iv =aximum inhibition of cholinerterase activity (an
drudged 1):? the. rtandard potential of the dyes). Increasing the redox
pozenz-'al to +335 mv or lowering it to -125 mv caused the cholinesterase
aczivltv to return to normal. Along with cholinesterase inhibition -
110=0 dy;!a lowerAid the nutiber of SH groups in the brain homogenates. The
nort ef~eczzive dyea produced cha *ngeo in the redox potential of the
cazyme ai4 it retiult of oxidation of oulfhydril Sx.ups. [W.A. 50)
SUI CO;jE: 06/ SUBM DATE, none/ ORIC REF: 008/ OTH REF: 003

A-I-IQK~:72 -T, N.C.
of *.~,! rii-J,~tpc,ten'-1,il ~'!' '0." I-terfoil 'M7 rnrizitnt. or.
f., ~:,f~zlkti 7
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n.) . 11" : 5();: - 1.: 09 1 ~- a (KRA 1718)
, , ll-w : ". :I' _,~r -~k7ll 1 '. " , . ., t. r , I "', '. .

Mff,,7t o!' methyleme, blue ar,3 a-secri-ic aced cr ace e,
Ar G-um. SS't .-
-tati'vitv. grob. R -~, no. 4-421-11.~t- 0 162
(!"'InA
1. T,,: I -:;slg: A y tu" !v, --:, J , f , . tted :Irle 29,
I :~f I .

t-l:FT!7'T-7F, ~!. "'e.
Aloksl Ye. lllh,e !l-r-nvince c.1' lefif !,,-i ; it!z --` '-C'~t!OTT.-nt In
'-7TvFv Tn-t,~ .-,riorra,lar~,tvs 1 vlno~, 11ya (A ~iY. Gruz. ';c.,. ",*., 1949, ; . -7-79,
( 7 n rK' 0 r F ~ r.:i ,.r- -irf- In
!" (': I r, --I. 5~, (latoric, Iny'v,!.

1. Is."" S Im , W. Yo .
2. USM (6001
4. Phylloxern
7. Practleal rcslstamcc -.f Gnorglan rar* varieties to rc,,-t Fbylloxera
IN Georg-ldin with Ft:sslan sw=3~. TrLdy Tnat. vin. AN Gruz. SO 79 1951,
9. I!onth.L April
y 1!i_,gt -.Lf Russi Accessions, Library of Congress, -1953, Uncl.