SCIENTIFIC ABSTRACT KHALILOV, Z.I.  KHALIMONOVA, I.N.
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CIARDP8600513R0007217200057
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S
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100
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November 2, 2016
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September 17, 2001
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December 31, 1967
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SCIENTIFIC ABSTRACT
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cen Nr: AY iio8825
Transaotions of the Third Allunion Mathematical Congress (Cont,)MOSCOV,
JunJul '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. 23.523.6
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 Elasticity. 216
Card 72/80
7 77:~~
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,
JunJul '56, Trudy (Cont. ) m mw,
14o 1956, 2371~pp
_Khalilov, z. I. 08ku). On the Discreteness Spectrum P
Of ITOnB&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. 123132
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. (1eningrad), Zinger, A. A. (Leningrad).
Some New Data.on Independent Statistics. 124
Card 39/80
SOV1245755807
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 finitedifference 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/1245&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 fizikomatemsticheskikh z'r)
PERIODICAL: Tr. 1y naucha. sesaii Soveta po koordinstsil AN AzerbM. Balm.,
AN AzerbSSR.. 1957, pp 2330
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 19551955
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 pseudoplastie viscous fluids., the
t:!raion and flexure of girders., the filtering of gases and aeratel liquids.. and
the dynamics and statics of oilvell drill pipes. Reviever's n%me not given
1. PhysicsUSM 2. HathezaticsUSSR 3 Scientific resear.,hUSM
Card 1/1'
IXAZIZOT, Z.J.

DIz'9rveIAOPffmAez"etrbo.f Phy'8'0()nlathO mat Ical science, izl SOVISt Anerbaijan.
SSR UO,10:2538 0 '57.
(Axerbai Js4~pnyGicsReoearch) (MIRA 10311)
(AzerbaijanKathematiog__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.5:465468 '57. (MW 10:7)
(Differential equatiolls, Partial)
HAKkMBSYGI0 G.D:;'XHALILOV..;,~I, skedemik, red.; VARUNTSTAM, I., red.
izdva, 1 Sh., takhn.red.'
[Nasir alOin alTusi on the theory of
theory of ratios] Kukhammed Nasireddin
nykh linii'i teorii otnoshanii. Baku,
baidzhanskoi SM, 1959. 98 P.
(AITusi, Nasir alOin *ahamimd ib
(Geometry)
parallel lines and the
Tusi o toorii parallel'
Itdvo Akad.nauk Azar
(MIRA 12:12)
i Muhammad, 12011274)
89047
143100 S/044/60/000/009/018/021
/WSDo 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.Inta fiz.i m&tem. AN Azerb.SSR,
1955, Vol.69 pp513
TEM The method of note is applied forthe 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 5Point 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 1XIXIII
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 > 2r1, 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