SCIENTIFIC ABSTRACT KHALILOV, Z.I. - KHALIMONOVA, I.N.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000721720005-7
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: September 17, 2001
• Sequence Number: 5
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

t
cen Nr: AY iio8825
Transaotions of the Third All-union Mathematical Congress (Cont,)MOSCOV,
Jun-Jul '56, Trudy '56, v. 1 Sect. Rpte., Izdatellstvo ANSSSR, Moscov, 1956, 237 pp.
Mention in made of -Chapiygin.
Khalilov., Z. 1. (Baku). Solution of tha Bavic
'-TNt_F_e_m_a_t1ei_Y_Problem of Gasified Petroleum Filtration. 214
Charnyy, I. A. (Morcow). on = Integral Relation of
the Filtration Th4ory. and Some of its Applications, 21~)
Chernyy, G. G. (Mosnow). Adiabatic Motions of Perfect
Gas With High Intensity Shock Waves. 23.5-23.6
Mention is made of Sedov, Krashennikova and Burnova.
Shapiro, 0. S. (Moscow). Application of Discontinuous
Solutions in the Theory of Plasticity. 216
Sherman, D. I. (Moscow).
';e Metho" of Integral Equ.Ltioi
Effecti, i,.; Applied
to Some Problems in the Theor:~ of Elast-icity. 216
Card 72/80
7 -7-7:~~-
E- I L L' V
Transactions of tttp- Third Rlqn,~n Call Nr: AF 1108825
'56, V - 1, Sec. P~ lttl~lei M$BA 99mress -)sc,
Jun-Jul '56, Trudy (Cont. ) m mw,
14o 1956, 2371~pp-
_Khalilov, z. I. 08-ku). On the Discreteness Spectrum P
Of ITOn--B&Ir--~M
~jugate Operators of Unreal.
122
Tsitlanadze, E. S. (Tbilisi). On the Conditional
Extremum, and the Corresponding Functional Equation
in Hilbert Space. 122
nieory of Probabilities Section. 123-132
Reports by the following personalities are Included:
Borodachev, N. A. (Moscow)- On the Structure of Some
Probable Aggregates and Processes, Reflecting Concrete
Production Processes. 123
There are 2 references, both of them USSR.
Linnik, Yu. V. (1--eningrad), Zinger, A. A. (Leningrad).
Some New Data.on Independent Statistics. 124
Card 39/80

SOV124-57-5-5807
Solution of the Seepage Problems of Gas -bubble - containing Oil by Means of (cont.)
the boundary problem considered. It is pointed out that under specific conditions
the resulting finite-difference system is stable. It is also noted that the problems
of nonstationary seepage of gas can be solved by means of the proposed system.
G. I. Barenblatt
Card 2/2

WV/124-5&7- 282
Tr&nslation from: Referativnyy zbirnal. Makhanika., 1958,, Jrr 7,, P I (U'SSR1
AL"TMR: &I,-
TITLE: On the Present State and Prospects of Future Development of Problemn in the
Phpic&l and YAthematical Sciences Nov Being Coordinated in the Azerbaydzhan
Sarlet Socialist Republic (0 sostoyanii. i perspektivakh razrabotki koordiniruyemykh
v respiblike problem Y oblasti fiziko-matemsticheskikh -z'r)
PERIODICAL: Tr. 1-y naucha. sesaii Soveta po koordinstsil AN AzerbM. Balm.,
AN AzerbSSR.. 1957,- pp 23-30
ABSTRACT: An account in given of ~hft basic trends and. research theato of the Repxb-
lie's scientific institutions in the fields of yhyoical and mathamt1cal sciences.:
the principal results of the vork done In these fields over the period 1955-1955
are ern d. Problems requiring further elaboration are mentioned., and note is
t&ken *.sf certain deficiencies In the performance of the Rej~dblials scientific in-
stituti*us. Of the problems currently receiving attention in the field of me-
chwacs the following axe listed: the motion of pseudo-plastie viscous fluids., the
t:!raion and flexure of girders., the filtering of gases and aeratel liquids.. and
the dynamics and statics of oil-vell drill pipes. Reviever's n%me not given
1. Physics--USM 2. Hathezatics--USSR 3- Scientific resear.,h--USM
Card 1/1'

IXAZIZOT, Z.J.
-
DIz'9rv-eIAOPffmAez"etrbo.f Phy'8'0()nlathO mat Ical science, izl SOVISt Anerbaijan.
SSR UO,10:25-38 0 '57.
(Axerbai Js-4~pnyGics--Reoearch) (MIRA 10311)
(Azerbaijan--Kathematiog__R, search)

Im"ILOV, z z
-.1 - - - Ow""fth,
One application Of the theory of operator
equation with partial
derivativeg. Doki. AN Azerb.SSR 13 no.5:465-468 '57. (MW 10:7)
(Differential equatiolls, Partial)

HAKkMBSYGI0 G.D:;'XHALILOV.--.;,~I, skedemik, red.; VARUNTSTAM, I., red.
izd-va, 1 -Sh-., takhn.red.'
[Nasir al-Oin al-Tusi on the theory of
theory of ratios] Kukhammed Nasireddin
nykh linii'i teorii otnoshanii. Baku,
baidzhanskoi SM, 1959. 98 P.
(A-I-Tusi, Nasir al-Oin *ahamimd ib
(Geometry)
parallel lines and the
Tusi o toorii parallel'-
Itd-vo Akad.nauk Azar-
(MIRA 12:12)
i Muhammad, 1201-1274)

89047
14-3100 S/044/60/000/009/018/021
/WS-Do C111/C222
AUTHORs -Khalilov, Z.I.
TITLEt The Solution of a Problem for an Equation of Mixed Type With the
Method of Nets
PERIODICALs Referativnyy zhurnal.Matematika, 1960, No.g,p.186,
Abstract No.10936. Tr.In-ta fiz.i m&tem. AN Azerb.SSR,
1955, Vol.69 pp-5-13
TEM The method of note is applied for-the solution of a boundary value
problem for the equation of mixed type
(1) ( _a2u/_ax2)+g(y)(,,~2U/,ay2) . 0,
where 0(y) - I for y >0, 0(y) - -1 for y 0,
the simplest 5-Point difference equation for the Laplace equation is taken;
for knots with y 0 so that.
jh(x',t)-h(x"'t)j a 4 C 1XI-XIII
for all 0 is vi definite
(4)
then decreases monotonously in z with fixed t and a real vector p. The solution is sought
in the class of functions vanishing near infinity, together with their derivaU%es of the
order > 2r-1, and reduces to the.solution of a dual problem. It can readily )a demonstr-
ated that if
V(t, Uyt X)dx..
(5)
and v(t, p) Is the solution of the dual problem
dv(t, py.
VT, p)dp]A.( (6)
dt 1 7 1 'Pj
with the initial condition
(7)
2/4
Cord
ACCESSION NR: AP4045055
than u(t,x) 19 the f0r~-'191 solution of the problem represented by (1) and (2). jissumin; that
0