SCIENTIFIC ABSTRACT ILIN, V.P. - ILIN, V.V.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000618510005-5
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: April 3, 2001
• Sequence Number: 5
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

B/020/60/135/004/004/03T
0111/0222
Some Inequalities for Differentiable Functions of Rany Tarithles
4f(x -1h(Y
zif
x
Ik
(7)12- U a
(D 0) ID 1X-Y1 U+Pq
In (6) and (T), h in an arbitrary positive number 16 1 ci~ are cowila6te
not depending an A, go ho 19 V9 /A#*
For ad&itional assumptions on D ail results can be extended to runctiloasi
Card 6/7

UYVA
8/020J60/135/004/004/037
C111/CZ22
Some Inequalities for Differentiable Functions of Kan* Vari"les
having goneralised derivatives In the mo* of S.L.30olov '
The author mentions B.M.Nikollskiy and L.I.Slobodotakly. There are
4 Soviet r,eforences.
ASSOCIATIM Loningradekoye otd*loniyo imatsmatiaboakollo i4stituta ijB P4
V.A.Stoklova Akadoxii nauk $$$I. (Leningrad 4rknob of '= .
Mathematical Institute iment, V*A.Staklov of the koad*my~of
Sciences USSR)
PUSENTIN June 17# 1960j by S.L.Bobolevo Acadestaian
SVENITM, June 14, 1960
Card 7/7

4, -Z Co L) If.--s !rL20 8/03 54/1003/001/001
C,1, ~24417o
AUTHORs
TITLEe Some integral inequalities and their4:pplicutione in the
theor.y of differentiable functions of several variablee."
PERIODICAM Hatematicheskiy abornik, v- 54t no, 31 1961o 331-386'
TEXTa The paper gives a detailed description of ths form :orly annoonced
results of the author (Ref. 12# Nekotoryrye integrallnyys neravenstva
dlya dil'ferentairnyemykh funktaiy mnogikh peremennykh [Some integral
inequalities for differentiable functions of several variables) DAN
SSSR, t. 129, no. 6 (1959)t 1214-12171 Ref. 13, N6kotoryye funkteional-
Inyye neravenstva Ups, teorem vlozhaniya sveaom E$qze fixuotional In-
equalities of the t e of embedding theorems with weight,) DAN SSSA,
t. 129, no. 5 (1959TP, 983-985). The results overlap partially with
V. P. Glushko (Ref. 10 Ob operatorakh tipa potentsiala i nekotorykh
teoremakh vlozheniya On operators of the ot ntial type and some em_
bedding t eoremel DAN SSSRO t. 126f no. M19659), 467-470).
The author considers generalisations of well-known integral inequali-
ties of the Hilbert inequality, type (especially one of a two-parameter,
inequality of Hardy and Littlewood (Ref. N Some pro ertits of fractio-
nal integrals. I, Math. Zeitschrift, 27, no. 4 (19283, 5,65-606)), on
Card 1/14

Some integral inequalities... 3103 2028
0 111 Y61/0 5 4/00 3/00 1 /001
444
the higher dimensional case as well as their use in fun6tiona of seve-:
ral variables.
Lot E. be the Euclidean space of a) and 9 mthe space-of
Y-Y.-(y., .... tym); llm~n. If the coordinates of X ate div.ided into two
groups, then it will be written X nu(Xk'Xn-k), where X k("XIO ... )xk)'
xn-km(xlc+l I *.* * fxn)
Let Z=Z n- (zl,...,zn) be a point of En. We defines Xn-Znw(xj-z1,....
xn-z n)l Ym-z no (ym-zmOz n-m)-(Yj-zjP**#j YM-ZM)-2m+1O
n
rI IX n-z nim k (xj-zj) , r 2-1y.-Z.11 r-lx,-YI.
Let D-D(l) be a measurable set in 3 n a functioalp
measurable in D such that lf(X)1'1)o yVlo is summabliol then is
Card 2/14

24028
0/03,9/61/054/003/001/001
Some integral inequalities 0111/0444
f 4E L(n) (D) and 11 f 0 f I P dX U dziNfAxne
p L (n) (D) P
p
f 6 (n) is defined as usual. If D E ion f a 1P (2 Ov f c L(n),
00 n' t' p
is written instead of f 6 L (Z Lot D(X,Y) be a zeas=rable set:in
p A I
Enx Eme Dy(X) be the section of D(X,Y) at a fixed T1 D(Y) being the
projection of D(X,Y) on E., and D(X) the projection of D(.Ity) on En
Lot G(X,Y) be a non-negative measurable function in D(X,'Y) and f(l)
messurable in DW.
Let I/P
sup f
f 01 it L(n),(m) Y,6 D(Y) 1801P dX
pt fiiy-iid
if the right hand is finite. In that case be
(n)
f Or 6 L '(')(D(X,Y)) and if D(X,Y) - E X E then
Card 3/14 P100 n m py

17054/003/001/001
Some integral inequalities 01 0444:
For p )~ 1 lot pI be defined by j. + "M 11 for p w00, q - I and q' be~
p P
defined by - + 1, lot 2-1- 1.
q ZI q
1 Some integral inequalities of the Hilbert inequality type.
Five thecrems, generalising the above mentioned inequality from [21'1n
different directions, are proved by aid of four leamsta. e. g.
Theorem 1.1t
Let p :;b", q &'06 it I + 1:~If 1 16, m An, f(X ),it L (Z
p q n P n
g(Y.) F- L (E ), 7 (z, .... 9z 2 being fixed numbers.:Purthsri
q M fn M,
OL -1+
r-F ra"P f o, r r Mft' r
2 2 1
I- K I(Xn- ZnI Ym - z n) 2 1
0 for r :1w r
where cw-> -P and for p > I, + > I holds 0
p q
(for p -' q 1 4 0, Q4 -a0- 8
A + M - x
2 K rp q where;t.4A,+'j
*) I p qI
Card 4/14

24028
S/039161/054/003/001/001
Some integral inequalities ... C111/0444
(for q - I t # 4 O)j h -~p 0.
Thent n a
I, W *sees*@ KI(Xn- Zat YM- za )t(xn)g(ym )dX ndy M4 Of 1 .10
(Znx'1a) L(n) 1.~)
p q
n+n
';(Xn- Zn' Ya~ Zn)f(Xn)#(Ym)dXndym' r--
fi;-i 7-j
+
po I
q
94 11" It f 11 L(n). L(R) h
p q
whore I and No are constants, depending on no no p, q,*C
and not dtpond;ing on f, go h.
Theorem 5;1s
10) Lot
p >19 q > 1, + .1 too I t 1 4C a -4 at 0
p q p
Card 5/14

2 02
4 8
S/0 9 61/054/003/001/001
Some integral inequalities ... C111 C444
0 < n m
q q p
g(Y L (E f (x IL ,(n)., (s)
m q m n) I Xn-, Lp ("d f(Xn Poo*
Thent
`q-1 (.pal + qt )
K5 - YM
Ic
5 - K5f(Xn)g(ym)dXndr, 'Q
n m
0'0
fr 01 (21)t
5 g L(M) f lx,-, L
q p P100
Card 6/14

24026
S/039/61/054/003/001/001
Some integral inequalities ... C111/0444
2.) Let p;l~ 1, q ;IP-1, 14 m 4ng 04g*,~,4
p q
0 4 -R, (for q - I j< (for p I
q 0)1 9 'q
f and g the same as in 1.)p n
" 14- 'It
+ q
h > O,;k -c -at 0 x I.. a r;
4 5 5
Thent n+a
1:15 150.f(x.) g (Ym) dIn d1m (21
(r4h)
n .,m
M5 Of IgI If I X me I qI f~-14 Ut
m n- n L(q
L( )f(m)
q Ps
Card 7/14

24028
S/039j6l/P54/OD3/001/001
Some integral inequalities C111/044
where M5and U51 depend on ft g and do not depend on ho*
� 2. Some theorems on integrals of the potential types.
In this paragraph conclusions are brought in eight theoreve from the
theorems of � i. e. g.
Theorem 61. 2t If p > 1p 1,4 m n and besides
T <
2) I< qc as + .1
p p p
3) q1 m
+
pe
4) f (Xn) e Lp(E.).
then fIT-N
A U
U(Y M) f n Lq1 (z M)p
Card 8/14 2n

24 6
3/03 61/054/0D3/001/001
Son* integral inequalities 0444
011jr
while I U ILq I (Ba) '& M6 A f I X'-' ~p (29)
holds, where V6in independent from f6
�..39 Auxiliary inequalitissei.~:
4- Some inequalities for differentiable functions of aWvsral vari.~
abless
Let f(X) be a continuous function which is defined in the domain D of
the n-dinensional spaosp possessing continuous deri~ativis in the in-
terior of D, D having the following property$ To every point P of D
one may be able to construct a sector of the n-dimensional sphere of
constant radius and shape, the top of which lies at'PO and which is
entirely included in D. The class of such domains is called %
X being the maximal allowed radius of the sector,
Let DJ f M vjf 2
~r'j .1 0 6 . I ii=I
Card 9/14

0
3/036, 1/054/00/001/001
Some integral inequalities.., 0111 F004444
Eight theorems are proved so go
Theorem 5-4
Lot 14 a 4C up 2x~-- m - dimensional hypsr-plans in 9.0 ?Urthsr be
-a
P gg -c 1- (for p - i 1 0), 1-6 W It
1 k -P n-a
p
D4 n 0 f(X)g (n) (D)t D* f- V* L(n) (D),
it' Li. p
where Ve the distance of XG D from Im and q, 4F are such Ihat
1.) 14 (pp)4 q4aO, !>I!- (1-k) +jr,
q p
while for p> I and l-k- < a it is (1-k) t
P q p
2. ) a) if 1 - k J'* then 0 %Q f < i (for q - o0 t 0)
p q
Card 10/14

21M
8
~3-
81039 61/054/03/001/001
Some integral inequalities 01i1 0444
1
b) if 1 - k then 0 4 P 4, + l - k r
p q p
and for p 1 it is 0 4 6 e. + 1 - k -
q p
D be the section of D through E. , r -- the distanoe ofithe va,riable
& 2
point Y 4 D to an arbitrary fixed point of D.
M
Then holds the following inequalitys
Dkf-r 281 L~D 2) K10 f L(n)(D) h#:'"-P +
IA n
+1-k- t -4
+ 11, Dif hq p (45)
L(n)(D)
where h is an arbitrary positive number, not exceedling k,: and k10,
Carl 11/14

9/0 1/054/003/001/001
Some integral inequalities ... 01 MC444.
k11 constantep not depending on f and h.
Theorem 6.4
n n
Lot 1 4 p -C O*t 0 ig W6 4 C OL < I'l k 1
Cn
Lot Z a fixed point of D, f (X)6 L-tm
D f r: L (D) 9 r-*10 D 1
Vao, r9 fGL(n)'(a) (DpD)
p POOD
the numberb,Nm,q,f satisfy the following conditionst
1) 1 < m 4 n, M > - OLP I
2) max (V, p) 14 q 4 00 0
3) A - (1 - k) --4 -C
p 0 q
4)a) if -(1 k) -o%(l +oLP- 0, then
p q q
Card 12/14

6
8/03 yo 61 054 003/001/001
Some integral inequalities 0111 444
-Or.2e.#41 (for q-001 P- 0)
q q
+OL-R > Ot then
b) if k) - 0% (1 - ')
q q
p
- COCA + 1 - k + pi q
q q q
Lot 3 lie a bounded domain in the intersection D d;f DWith an
m m
n-dimeniiional hyperplans. Then the following insquAl-ity.'holdes
D~f - r-PI 14 K r q Dif-r L(n: b~+
2 1201f. L (D) (11,D
L(m)(S ) m
q M p
-k
+ K13 If 11L(n) (ID)hq
Card 13/14
h-0 for 0,
d-P fPT 0,

8/0) 054/00/001/001
1?6
Some integral inequalities all 0444
where E.-!+OL (1 -1) + 1- k a - I - 0,
n 0 q p q
d sup r 0 < n 4 It K,, and X, not depending:on f, h, d66
20 3
Y 4 8
a
The author mentionse Kh. L. Saolitskiy.
There are 9 Soviet-bloo and 5 non-Sovist-bloo refeislncss,~, The thrqi
references to English-language publications read as followst 0. H.
Hardy, J. E. Littlewood, G. Polia, Neravenstva (Inequalities] , Ilos-
kva, SSL, (1948); G. H. Hardy, J. E. Littlewood, Some pro arties of
fractional integrals. I. Math. Zeitsohr.p 27, n0-4, (19281, 565-6061
L. Nirenberg, Estimates and existenoe of solutions of elliptic squa-
tionsp Comm. pure and appl. Math., 9, no.3, (1956), 5509 530.
SUBMITTEDs JUIY 4t 1959
Card 14114

3/517/61/064~000/002/006
0V D299/D301
AUTHOR: Illin, V. P,
TITLE., On the approximation of functions o Iles W(l
f1the ISPac
P~
and W( )(D) by continuously differentiablo'functions i
p
SOURCE: Akademiya nauk SSSR. Matematicheskiy1institut. Trudy.
v. 64. 1961t 61-76
TEXT: Sufficient conditions are given with realmot to the region
D of the ri-dimensional Euclidean space E , und6r which the fanc-
Zn
tion8 f, belonging to Sobolev's spaces W and Wt oan be approximated~
by continuously differentiable functions,, The space V(l)(D) is de-
p
fined as the totality of funotions f(-X) (X - x it
X )) on D
which have generalized derivatives (in the sense of S* L. Sobolev)
of order 1. = L13 [1] denoting the integral part of 1) satisfying
the conditions:
Card 1/5

3/5 1 YD 61/064/000/002/006;
On the ap?roximation ... D299 301
a/M
My) ay Dr~ < ~0
1x-Yj*+0-UP
if 1 is not an integer; (1 is a non-negativs ntimber,j :p >1 the
space W is linear and normalized. A subclass qX functions is sirigled~
out from the class of functions, belonging to IV; w~mftly those fuRc-
tions which haveg in D, all possible eneralized derivativesj~to'
1-th ordar inclusive, belonging to L M. This;~uubclass is denoted
1 p
by W( )(D). The problem is considered of appraximating the ;Rtnc-
p
tions f6W and F6W, by a sequence of functiona"'(X)
belonging to C(l)(5), where D D + r (r beings tho'boundary of D
Card 3/5

3/517/6-1/064,/000/002/006
On the appi~oximation D299/D301
.If D = E such an approximation can be effected wi -*01 any de ree
n'
of accuracy. If, however, D is not identical with the entire,Aspa~e
En' the approximation is not always possible. lit the' referenOos it
was shown that for functions) belonging to W, the approximation is
possible if D is a bounded region which is etarlike~with re4ect
to an interior point. In the present work, other sufficient condi- 4
tions for D are found, under which the approxiTwtion is possible
In particular, the conditions are given, under i~hich the apac0s
and W coincide. Several lemmas are proved which'lead to 3 fundamen-
tal theorems. The most important of thesej is TheoreM 2: Let,3. be
a non-negative number, p >/1, and D a region of V , aatisfying'~the i
conditions: a) D has the property A(N,if,) (which tneazw that 2 fi-
nite systems of n-dimenaional regions SN exieto each of which!co_d'
vers D); b) D belongs to C(H, 01 if 1 is an intqger~: 4ind to O~H,
K9 A) q if 1 is not an in6eger; (C(Hgd) means' tkat D containe an n-~
dimensional spherical sector with vertex Xj radius It tmd solid
Card 4/5
L 0,; 12

S/517,/61/064/000/002/006
On the approximation P299/D301
~aimilar condition'
angle cr, for every X6D; G(H, (1-l Kj implies a
with respect to 2 points X and Y). Then: 1) the~spacoa JW(l)(D)
- . P
and W(l)(D) coincide; 2) for each function (SW, !.Uero exists a a e,-
P I I :
quence of functions YO(X) which have continuous derivatives of an',Y
order in E so that
n
lim f 00
W(l)(D)
P
In conclusion, an example is given (taken from tho reifsrebees)l I
which shows that the above approximation.is not olwa~,B possiblo
(as condition A(N, X) was not satisfied).' There Ore 9 referenooss;;
8 Soviet-bloc and 1 non-Soviot-bloo.
Card 515
iL

f6l/l?
f()20,1
30101U10to,
156 I'l
erstM.
Vitt
1~61
as
ti
0-9 e. v
'ujj. Ii
30se ?T
j)OItIsbAv
4))
r, b"L 53S-54 Otio0a
Ots'OTO
The 'Ve'ral IV
e
S.11 S $%OOtI% Jul% STVI
a
'bib
TO
All
-Lot
t
el Ivi
14
*A
1.0
10

all,
0
k
lot
vl~
-k0
e
A%, 019
Ile,
OAF
fit', 1 0
V
;Ozfie pr
0
pertles F w .1
T
Nil
Of Dif f
f
0 Vi
erentlat 61, Ji
Ole O(U/00/0
171/
Y~440,tjone 27
of
Ip/ (Y,), rl.'r Vari
I VO
dt
+ 2yl 0
7,-+#/+ 4-
+
7/+
Mos t of
th 41.
e reaul t.
Lot
-D be a form
""O4 bel..
an A_d, donjaln o
f follow
t
luen8lon.1 0 F
h from th
t- e Corner of reotan 0 'ej
WhIch the Pro - ident:tt,
the ax e a can be Pertv,
8 1n Z Construct,
eovirt
mor C00rdin.t And lying 012 pol~t Y
zf t110 Odgq Which rely'' 14 IF.
have the a Of
Pard 3110 cons,
t"t 4re~
J2. ength
X ) %nd (z I to
1'+ t

89720
8/020/61/136/065/005/027
Some Properties of Differentiable Functions of Many Vuimblsa
f can be continued$ unaer romaining
POP10 Opn
differontial properties and norms on the entire 9 (inAhe sienna
of the norm equivalenoo).
Let n n
+
o - Z Pili 2: lj 0.
J-1 J-1
Theorem 33 Lot
f (D). Then it hollist
POPI***Pn
1.) if E0 a I Rig j > 0 j then ~~f (x)s
iml
equivalent to a continuous function differentiable -,In lind
Card 6/jo

SMI)
S/020/6I/:t36/Qp3/0
'Bome PrOPGrties C 111/ 0 ~j - 0-3/027
Of Dlff
prentidible plinct
ions of Xa~ly
I
f
x
f 0 101
2 n L (D)
+ f
L
(D)
PI
2.) If
n
41
0
2
the"
of,
A
(I f
+
Card 7/10.

S/020/61/i~6/oo~/bq3/,CZ7
,,

Some Pro~eztiea of Differentiable Functions 0t man'l, vari. less
ab
If q > pi n)
n
l
0 then
+ -q
J-1

'
h
tie

h~ 0 ia an arbitrary numbs; whioh eatilefies them, qondiiion.
h H min Do is t~e seotion of D by the hypiirp~la,ne
:L- I n

x
oon8t.
SO consto x
n
Card 8/10

89720
8/020/61/13003/003/021 i
0 111/ 0 333 :1
Some Properties of Differentiable Functions of Many Variables
Theorem 4 is a further embedding thforem (an anakogue.ct the theorem
in (Ref-7) for the Sobolev spaces W
p
Theorem 5 says that, if D is finitep the set 0 in: bounded in
the norm of
n
P (D) and the condition 1) or 2) of
P
o 1-Pn
theorem 3 is satisfied, then the set
Vn
D x DX f'3 is compact in 0 0~1Lq(DO).
n
A similar statement refers to theorem 4.
Theorem 6 is a special case of part 3 of theorem 3 an d. theorem4
if D - E and h w oD
n
Card 9/10

89720
3/020/61/136/D03/003/02T
0 ~333
Some Properties of Differentiable Functions of MaOy Vairlables
Theorem 7 is a partially speoial inversion of theorem 6.
There are 7 references: 6 Soviet and I Italian.
ASSOCIATIONt Leningradskoye otdeleniye Matematichosko instituts~
imeni V. A. Steklova Akademii nauk SIDU rtelningrad
Branch of the Mathematical Inutitute1ment 7. A.
Steklov of the Academy of Sciencen J83R)
PRESENTEDs July 28, 1960, by V, J, Smirnov, Acadegiician
SUBMITTEDs July 21, 1960
Card 10/10

Approximation of funotione from Cl)(D) and W (1) 131*400 bI
co4tinuously differentiable funeNtouse Doide:1 SA 137 no.6%1283-
3.286 Ap 161o (KLM 14:4)
1. Leningradakoye otdeleniye Hatenaticheskogo InstitUta In=' V~A.
Steklova AN SSSR. Predotavleno akademikon V.I.SmirU)vym.
(Functional awaysis)

WIN, V.P.; SOLONNIKOV, V.A.
Some properties of differentiable functions of seve~iol varimbl4i,
Trudy Hat.inst. 66j205-226 062. wm~ 15,11)
(Functions of several variables)

1~~rties of s=e classes of difforentiabla IlumeWino of severKl
variables deiiiW(fim an n-dimensional region. Trudi, Kat.inst, i 66v~
227-163 1620
(MIRA ~514)
(functions of several vorlabloil)

WIN, 7.P,
Inequalities between the norms of partial derivativ-sa of functions,
of several variables. Dokl. AN SSSR 150 no;.5:975--T77 Jo 163.
(MIRA 16 s 8)
1. Leningradakoye otdolenly-e Matenatichoskogo InstItuta in. V.A.
Steklova AN SSSR. Predstavleno akademikom 1.14#,VindgiMdoyyM.
(InequalitieB (YAthemation)) (Fqhotlona of several variables)

ILI IN, V.P.
Some inequalities -betmeen the nom of..p&rt1AL1, dariitatives of
functions. of -several variables. , -Dokl. AN MIA 152, xio.W62-
265.S 163, (MRA l6sll)
1. Hatematicheskiy inatitut im. V,A. Steklamit AN SSSR.
Predstavleno akademikom I.M. Vinogradovym.

ILIINJ V.P.
Splitting of ptrabolic and elliptic difference equations.
Sib* mat. zhur, 6 no.6ila5-1429 N-D 165.
.(MIRA 1813.2)
I

L 91'
,8470-66 Ein. 0
10139 louta C000t AIR foil nii Iiii 100&0'11~14)11 P0014.-
AUTHOR: 41 -14Z ~V-p- R~ ~Ikov H. 1.
MG *. irral Polytechnic Institute in, mo.~ K1.1mv (Uva'4~ijly
TITLE: Effect of thermal cycle of Veld- (in tile qrcqoir~ tea 41CC phal'se. C'~n em.".sLoq
of 30010GIO chronim-mangancto ste.
SOURCE: AvitematicheAdya avirkaf no. 3, 1966, 11-14
TOPIC TAG"'; austenitic mtecil, chromium stejai Man! 4111jese steel; M:4
welding, ibermal effect, coollng rate, p
It 30KhIGG1O austenitic, ateel
ABSTBACT: 30KhIOGlO austenitic metoistable chromi ual-0481%14~ 16e se, J'001 US h I&IJ cavi-
ii tirl jla~ I ow- c. v -Uan and
tation-resistant and finds applicatLon as III protectlivo ;c~ 1, it ,
lo%4-alloy metal of the partio of hydraulic raiichAnery arl~ kiteri 1',ijirbivies. ji'Mont beated
above 600*C, however, its structure beconjes uzatabl,e, -,61611 A 115j~czfl Its rcchavical
~i 491 Ct I Wel'Itng.
propertier,. Hence it wa!i of interest to in'vest.Jigata 1:11011 1: IM 41
cycl.~ on Uie phase CompoalLioii gild MOCIUlnteifti prcipiirrtgois~' 0, till!"! 11int.41A i:',~ khe: lone 6f., 1,
fected by the welding acat, Specimens of this 4tech wolld J:O. s I!( if luddlir caln.41A)aj 811OU4
lating thc effect of the thermal cyizle of alp.F;~e-p0sa welit lijg; the njaicii;nt I
Card 112 mW t IDI 661~?.
...........

temperature was 1350-1400*C and the cooling rate varW i~,11
600 to 0.15*e per sec in the 750-650% rangt, bi~ thiv rul~vl
specimens of this steel (3-5 r~rm thIck, sheeta) fit tho~ darijpi
(800-600*C' to detenitticd by their cooling ratei The lowit,
greater the effect of the thermnl cycle oii tbe tttF-chaiilvs~.
sition-of --the- metal-r Indings-a t-ti -cool ing-~_rd uh~of Inital-i
strength of the specimens drops sharply, n1though thill.1" 'it!
almost the :)amc whether the cooling rate I& 600110set: orA
of frort 600 to 40*C/sec hardness changkis inaignlficwfitlyi~i
but if the cooling rate is furt -[-ier__.re4uced,__(to
cach- - 2 - - -- J ___2
-crease -and I Ala 90 kg mat , but below I.VC/com it: dvi 'i
owing to thit coagulation and precipitation df fite-dispit.6
examination showed that the decrease in the impact ot.roulli
to both the decomposition of austenita with segrogati:on cli
precipitntic-n of carbides at grain boundaries with consecit
boundaries. These structural transformations cro'
of -carbide phase) account for the deterioration In the! pil
of the metal. Thus, .4-he welding regituo of 30KhlC4;l0 sitocill
a cooling rate of at least I*C/sec; hance, durisir. slrtglet-~
sheet steel (3-5 mm thick) the linear energy, ohould not ail
this steel should be welded at minimal curreot intansit
tins: 4 figures, 3 tables.
SUB CODE: 11, U/ SUBM DAM 30NovW! OR V; RHIN
C.rd 2 4'2 _11ICI
tlhitl'~ 'i
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them i~i
Or"U 8 1 di
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Oth tijOliewce Sol; ega
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ic
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ength
asure
Io
i.e.
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Soria I.ropertiis rX vla.,,~upri cf tilfl'orond",O)le
in a cortaln regione Traly Aito inete 84' 93-X) 165,
Tmeqivilitlej bit-wean tbe norm n,r part~ftl 4erlurktivim of functUiua
of aeveral v%:-'-abless Ibld.:1441-173 (WRA! ISO)

ILI INV. S.
"The Struoture and Functional-Mechanical Propecr~les cif the Wood
of Various Forms of Birch an Diiatinguished by Its Bark." 0and Agr
Sci, Leningrad Order of Lenin Forestry Engineering Aoad Imord S, M.
Korovp Leningrad, 1954. M, NO 79 Fab 55)
Sol Sin. No. 631v 26 Aug 55- Sm"y of Scientific amd Techucal
Dissertations Defended at USSR Higher ldwatloj241 Institutione
(14)

Bch
...........
Mmilizatian of Receiving Aypairatue-of Radio COMM*
-W-ty
ii--W
chi - ~-U
'or
lli~A;44~
e the'Nordyin Administi-ation of the Pe*ple's
'i 1 ftomIsearlat of C*mmw1catImsj,--l.p
Teatnik
Use of CTs-6-K apparatus showed. a lack of volvm
loag dlwt=c Az
q"7
6fiftngsa -voul?L --nev mppamtun Azd--
an unecmacdcal. expenditure of fuel. I. S. Rood"
j develaped a method by vh:Lch the standard batteLT
19T"
"R/gailic, Receivers, Batt=7 (cwtd) Jan 19"
Radio rea-eivers
receivws 31-234 and WK-9 and others could be so
utilized to carry out tvo-vmw mw1i ication of
the flow of low frequencies.
3.9242~_~

Using the variation metbod for calculations of *ejj&dsrj" Inhomogetbal-
ties In wava guldos. 1zv,vys*ucheb*xav.; radlofix, I no.,)j%.94
(NW 12$1)
I* Sarstovskiy gosudaretv*nWy universitst.
(Wave guides)

85910
s/141/60/003/004/013/019
9//.300 ('0A'9 /001) 9192/9382
AUTHOR: Illin, V.S.
TITLE: Variation Method of Calculating the Symmetrical
Quadripole Discontinuities in Rjq_t_a.AKR_1ar a
Wavexuides~5
PERIODICAL: Izvestiya vysahikh uchabnykh zaYedenAyj
Radiofizika, 1960. Vol. 3, No, 4, pp. 685 - 693
TEXT: The Schwinger variation method was employed by Illio
(Ref. 1) to analyse the discontinuity oncounte'red,when joinlog
two rectangular waveguides of different height~so In -the
following the method is extended to the case w1%en the wave-
guides are coupled by means of a grid-like diaphragm having
a finite length. The system considered in shown im Fig. 1.
The grid-like discontinuity has a thicknesa L it is
assumed that in the axis y (perpendicular to tho~plane of
the drawing), the system is uniform and is bomnded by two
-walls situated in the planes y = 0 and y =jd . Con-
sequently, the problem should be solved for tkie E-plane of the
waveguide. Moreover, it is assumed that the lasses in the media
filling the waveguides I and II, the channels of the discontinuity
Card 1/5
S/141/60/003/004/013/4)19
Variation Method of Calcula E192/E382
ting the Symmetric&
Discontinuities in Rectangular Radio W&Veguide Quadripole
and the walls are negligible.
chosen so that only the dominan The spacing* b ~~(Pi .:l) area
t wav
es of the type iH ar4
propagatng in the two waveguides. ; om
E The electric' field components
x in the regions 1, 2v 3t a-st I and 11 can th'eretore be
expressed by Eqs. (1). where the propagation collsta:rtts are
defined by Eqs. (2). R and T in the above eilllatiWla
represent the reflection and transmission coefficients with
respect to the terminal planes z = 0 and X)y
Comparing the field component
represented by Eqso a at z = 0 . a ~et of'~Jformulae
(3) in obtained. A similar,procedure for
z = L leads to Eqs. The magnetic field 4;:omponont H
can be determined from Eq. (5). The compariso Y
n thO magnetic
field components at z = 0 and z = L leads t6 a system
Of two integral equations which are expressed.by Eqm, . (6) and (7).
Card 2/5
4

85983
s*/141/60/003/004/013/019
E192/9382
Variation Method of Calculating the Symmetrical'Quadiripole
Discontinuities in Rectangular Radio Waveguides
These can bp cransformed by addition and subtractioix so that
two different integral equations are derived; theso are
given by Eqb. (8). Further transformation of Eqs. J8) can ble
effected by introducing the notation defined by Eqsi (9).
From Eqs. (3). (4) and (9), it is possible to deriv4i Eq. (10YO
By multiplying Eqs. (8) by E-(+) and then integrating them
over 0 to b and taking into account Eq. (10). the relation-
ship between R and T can be expressed by Sq:s. (11). These
represent two quadratic functionals. The problem now consists
of finding stationary points of the functionals given by
Eqn. (11). In other words, it is nectl7ary to 'solve a
variation problem. The functions E- can be represented
in the form of the series given by Eqs. (12), wherethe
coefficients a can be defined from the condit;tona.expressO4
by Eqs. (13). The functions E-(+) can be approximately
expressed by Eq. (14). Consequently, the functlonals can be
Card 3/5

859$8
S/141/60/003/004/013/019
E192/E382 r
Variation Method of Calculating the Symmetric6l! Quailripole
Discontinuities in Rectangular Radio Waveguides
written in the form of Eqn. (15). It is now ppssiblte to
determine th eqyA~alent circuit of the discositinulity. This
is represent:d by T-type network shown in Fig.. 2. The
impedances of this network are expressed by:
I R - T I + R + T
Z Z + 27W (16)
1 R + T 1 - R - T
On the other hand, by comparing Eqs. (15) and OLO iLt is
found that the impedances 'can be determined frOw Eqlps. (17).
Eqs. (11) and (15) are employed to analyse aomof spopial
cases. First, the case of L = 0 is investig4ited ;(Fig. 3a).
Other cases which can be analysed by employing~the M.bove method
are illustrated by the remaining sketches in Fig. 3~, It is
finally pointed out that a similar method can 1~e emij)loyed
to analy:se the 11-plane in waveguide systems.
Card
S11 41/60/003/ooli/01 31019
.9192/0382
Variation Method of Calculating the Symmetrical'Quadeipole
Discontinuities in Rectangular Radio Waveguides
This paper was presented at the Third All UnioniConf6rence MVO SS .)t
on Radioelectr6nics.
There are ~o rlgurFa--and 7 Soviet referencesl 1 of whIch is
translated from English.
ASSOCIATION: Saratovskiy gosudarstvennyy univer*itet~
(Saratov State UniversitV
SUBMITTEDt March 19, 1960
Card 5/5

X&LININ, V.Lp prof.p doktor Miko-matemo nauk [dsceasalll;
AKINDBOV., V.V.; CERSHTM, G.M.; DASJZNWTj V,K.; YMISLM.,
KOROSTSIZVp O.S.; LUCHIVINp V
V.I.; jLINj V D:; HIAMnIKO..
Yu.P.IRYAZANOVA, T.P.; SEDIN, V.A,; TOLSTIXOVO V!:A I ~Onnlaovv
A.I.; AVILOV, B.I., red.; ZENIN, Mop tekhn, red.
[Practical work in radio physics) Radlotisicbsokii praktikum.
Isd.2., dop. i perer. Saratavs, 1961a 277 p. (M3U 3.5:3.)
19 Saratov, Universitet. 2. Wedra radiofiziW'Saratovskogo
imiversiteta im, N.G,Cherwjvhevskogo (for an sicept bilovj,
Zenin).
(Radio)

L t 111, V.S.,
Sulfeyaryl group Cf yeas" nexcAinatif. thelr n3:1- '-.,I -,~-atalyq!q find ~n
hormone action nn etzyme actl,v!iy. llop.med.~blmi. I) W-lp
16.4p, 18.0)
1. Otael bio~-qlei fnstituta ekmPerimentAllno
L y medk l,s:tny MN SS8R,
Leningrad.

tll"t"-d i9 "Pt ftY-rth Zff illpgilltbd to four-pole 192egilil'itina it%

" rm~-Irlll
- " ~ I ~.
H il I I I
1 - 1. - .- I - I . [ I I - , H I I I i I I I
. I I . . . I . I
I - . : 1 1. . I . ! . .
I . , . I I I I
.i I I

-1.1vir-t r- C ~l
p 1,
h .4 t ;i .:i,: i i r t
. , I F. 1
r t. f i o 1,;. , ..
1 11. FL K : t it r, % of
I.Pl;l L

Ik
-Kr 11
"I" Viet i: ii rna .,i
I o f 1 1, 1 13L 1;
I A r i-Ald

KULIKOV., E.L.; ILIINp V.S.1 IL'IRp V.K.
Design of irregular wavaguides using the 6equivalotit rosonator*
method. Izv. v". ucheb. sav.; radiotakh. 8 nb.'Ltl8-26 U-F 165.
(KEU IS: 5)

pA SILI ;,!)'()!...f , V . ; 11, 1 T ~; !, -
.. , A i I ) , ..;.
Ill r 3ya otio ~
Variational meth-I for calculatir,41, ~(I' -1 t
Radiotekh. i elektrono 10 no.',l.;!69-283 Ir 165. OJILA 18:3)

V.S.; STEPANOVA , N.G.
Activity of baxokiname, glucons-6-phoopbate dmbydMsnass and
glucose-6-phosphatass of liver cell frastions In r*bbit embryon
and full-grown animals following introduction of g1meocorti-
costeroida. Vop. mod. kbim. 10 no#6:576-584 11-D 164,.
(KTRA 19 -. 1)
1, Otdol biokbimii Inotituts ek"rimentallnoy meditsimy AMN
SSSR, Leningrad.

DOKUSOVAP O.K.;_ WIN, V.S.
Changes in energy metabolism in the liver *f chickens with
biotin defiaiency, BlokhWia 29 no*5054462 ;I-Ag 164.
(KIRA 10i11)
1. Mel biokbixii Institute sksperimentallney *o4itsiny AW
SSSR, Leningrad.

WINP V.S,; TITWA, G.V.
Hormone-enzyme complext Insulin-hexokiname, F31,okhlmAlm
.10 no.6tl251-1256 N-D 165. (MIRA 19t1)
1. Otdol biokhimii In5tituta, sksperlmentAllnoy meditidAy
AMN SSSR, Leningrad. SubmitW April 3, 1965.,

77-
L 2608-66 FiJT(1)/ZdA(h)
Vq tM /n
A CC SION-MR z -.0-0-50- --n- 134-- J*7
_9~~ 4t
TITLE i MeasurinR the co linigt ro ofip6q_q of
"I 0'T lqlllto~jl t1lir mil ini v Or 09116 ~.fA!44
lbarc
ISOURCE: Radlotelchnika I olektronikal Y. 10, no, a, 19650 10-1
TOPIC TAGS i delay system
40,
ABSTRAM A measuring technique Is suggestedwhich Ptirn ~aojl- i itda-minide oX
quared spatLal harmonics of the
-loncitudin4-.-aua tr*nuiyij q 11? '1 )'.. 'OntV - Q U--
;standing-wave electric fleld iubati tatir W t ( Into:.th
9 and E. 11 tor iubatitutlj
fOrUftaa The formula giVes the rolai;ir4 91-'uni 41 ot a~ do r
~system caused by Wertion of a thin isotropic dioleeArb :~Ju-l si tnd mle
;the bar polarizabilitiesl 0 is the angle betueen the: trojid Htrs( mpoi-iont M
the x-a:ds. In order to datormAne the abova opatial . I f ~7404 ~~i' it J.0 I
!recommended to measure the maximum and mlnirmm dotumrgs :$.I* pqi~'Jpiiir&euiu-~
oriontati=3 of the probe with respect to EV 6 The fonekii~ IT014 !i*er1Jr1,W1 6~qsir L-
montAy on ut Interdigital. delay ayaten consisting ~jf 3:1'! !ituds iiiltcp lphichi
d
.C,r 1/2
------- ------

L P-608-66
i'ACCESSIOIJ NR: AP5020134--
-0-51 x 3.51-cm ebony strip was introduced. Orig. 'art."', qu~s, 12 P; 11541134
aand 1 table,
ASSOCIATIONs none
!SMITTED: 18Nov64 KNULf 00 fl VB. COMOR
'M RU SOV: 004
V p
J
[C rd 2h'
'11 til i"Aild

1v
-ENP(k)/EWT(I)/r__gL__
-ACC- NR&--
OMO.
A 7r_ C
ORGi Saratc~6~` State Uni
(SaratovdkV go,
TlTlat* DU'fraction of electrommeatio waves by ultrasaill ~wo~ ~i~ -anisC4 Opi
Part
SOVOM IVUZ. Radiofizika, v. 9, no+ lo, 1966p 16-32
TOPIC TAOS i electromagnotio tave diffmotion, ultraoord~ I 4~196 laiiion d i:
ABSTRACT: Diffraction patterns have been c4acvlatedi bi 9 sciAlar OUJA for
the Fraunhofer none;-epace effects In the tMdivxs WO 4is-r+!t;iction ek eta"# etc.
have not been fully accounted for (P. Debye, $or, 54:ch.'iAW,A'd.' v. ii I 1A
19321
C. Raman, M. Rath, Proo. IM. rmt . $0 - o 30) 0, 751 19 36)
rho ~j injisont artl -lit ases
the variational method for stu"S the tranWssion ot~l inli~ Aic ~18 rgm Ithrough
an anisotrapio layer (a axystal) whose dielectric constO is Irijoit. ated b~r ultl
is
wavo6. Fortndas for the diffraction field In both n6ar sirija reaic tij. zones v dc
It is provim that, for the near zone # the system can bo d1ji6crit 64~ by a d~,r ~uiilM
matrix S of a 2(H + 0-terninal notwork j this permits wili qr, th ~Jatrkx: me~ (Od
of circuit thom7 for studying varimis cascade conneoticin i,or adih (Lovir.011; T4
cases, the alasoicall 1.ormul~iwi of sca14 d.U'
above formtlas cover, as particular ~aa
tion in an isotropic OM d_",_
1.147-arl-Or
MM COM Wo 09 SMX Mgt 19JU165 ORM REPs RE

L ligi6-66 111 T(1)/T WR
--------------- 6 OD9 001 0081
ACC N& AP6010726 SOURCE CODE: UKI-05.1-4ZA' 11
AUTHOR: Win, V, S. 70
ORO: none
TITLE: Reflection properties of compound metal -dielectric'
arr!ys
SOURCE: IVUZ. Radioteidmika,
9,
Y.
no,'I, 1966, 81-89
TOPIC TAGS: 14MAurewvivs #jwrjr^pvj* ~
A'r-eni't 'D"r1ff&r.4Qs27#*,c#o%trY, oa&,croRe-
-0-f-cric "-?ter
ABSTRACT: General approxi-
mate formulas are developed
for the reflection and transmis-
sion coefficients of a planar
wave normally falling on a
laminated die'lectric slab rein-
forced with shaped metal parts
(see figure). The formulas are
in the integral form and are
Oenoralized
metal-dielixtr la
antema amay
47% A

- --- -------
L -66- J L,
2766r
ACC MRs AP60081 184 MX( Oi7qdil 3 4 t
I -
T-
AMMORs mv, V. No I lit In V. a.
Dasherd 0
Saw
T
MO i non*
.Tr=s Calculating natural frequencies of lies~ 40ri sold
oritical wavelmigths of regular wavagaides
ront- 3
SOURM HadlatakhnlM L elekt kas 96 0 AT 4 6
A
TOPIC TAW: re4onator, wavagulds
ABSTUCTs The field structure in sow periodic Wavoguidas 004 deso~ ti~,)n
ediWod' t
of the delay system, with f in 0 and 5T , can be r t ocl =rati )11 a
!~-L
resonators whose configuration is determined by the geotvktz~,,!, ~,)f 6.41station 0
delay system. Bence, the delay-rotem dispersion equation ~bei f I =1 ting
i
or c~
the natural h,equencies of such resonators. In an extreme wt~e r 4 f
the delay system, approximate inflnityq the axiag-r-67metrA r ~o tor Rd an4ateso
Into a shaped regular waveguide. Authors$ folvatlas develop marl e04!-!- (Rad. i
Glaktranikag 196h -v9 too no 2 -- 269) for ax14U-qvmetr16 L del qv'~ re
adopted for.al e-ridge Zv;guldest this method i~ uiusti -;6a r JL Cal ion of
fuidamental 79-~vAef In such a wavopMes Orig. art. has t $ii 35 rot* 400 and
I table. J
004. OTEE al~,
am CMt 09 SMI VMS 1WOT64 MM Wt:'
cdrd 1/1

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Aq a f 0 1 v 4.0 2
AT Q ~w pr At, it to ,? At At it It At ti a It a
0 0 0 0 * 0 0 0 0 e 0 0 4 0 #
0 a So 004 Of ***SOL** 0.6 *0

V6 S00
414
'Fibrinogenase., V. S. Win$ Lftilltgft4li :94 VIP.
Vapekh Soma Blol" Vol XM, No 3 (6)! 1 1 i
Tests vith blood obtained from corpses" ad X 60!
4 x
prmd chat fibritogeh me a
diving OrPzim"
not convert fibrin", tO fibrizi ~i 40 0~
in another: albwdz Orr 0iijw jilbupinsy, 44 t
no coaguletlon under the I&I"nCei or ik
44
Nam "FibrJzopnoidestructiseo ~is ~Ousji ~i~ 04e 1,
4 proper on strength mb~~ usts."

Sit
a A Jr. CL.
A I-L. A- K--L-A.
04 $$m A!2," 41-d4
foe
a 0 A
04")
so of big" of d*"- I%, I L.*An,.,,. .0 4
Z; d. Wobwgi 1"Jil hyl
4 JWKM *IWO A04i 0 01.11-221,
MIS am W4 I%** but It goemomiew" 0 No
feadowwaik liked 'd vww*W j=j v
GWA abrWyAt 14S,
004 lul MWIS
w4 to compkiwy demo PIP61 I'm
111 61149, ow 41) aft, All omil- for 41,410maw
00 MIS tw pegm. how ibe klm W 0"40 vi bis =041VINIT. goo
I'lir Awtive StAkupow VVIS lk Jolley) 41m1 opm l1w.
God
woo
4s
Al
kaldba .060 one
Joe dot 0141"
-11-Ir-A-0. ff
6-f , -1T,Tlr ii -V ;"
Of of It ISO a a I IS 4 a Ill IS 0 m
0 0 0 0 0~0 0 41 9 0 0 111 0 0 Al 0 6 0
lb Al 0 0*4 00

U.S.S.R. / Human Animal Physiology. Metabolism. T
Abs Jour: Ref Zhur-Diol.1 No 51 19589 21837*
Author Z&" ;Fv
Inst CInstituts of Experimental Medicine-Aeddemy of i
Medloal SoLences, U.S.S.R.
Title Regulation of Energy Metabolism and Iis Xechaniim.'
Orig, Pub: Yezhegodnik-Inst. Experim. Mod. Nauk 1955,
L 195fij 189-204.
Abstraot: Resume: The significanoe of the prooeos of oxid-
izing phosphorylation and of difrorent enzyme
aystems partaking in this prooesiD was;'oonsidered
in referenoe to energy metabolista of the oell.
Data were furnished ooncerning changes of
these faotors by elevation of body temperaturo:
and starvation,
Card 1/1

vwwjaN, N.Y.; DAMOVA. GA.; IV IN. V.S.
Wmthod of stermining the ability of tissue# to mynthsotme roduclx*
pboaphorum orgonlo compodn"s Motdpo ovole fIsIoL 1:76-78 636,
(PHOSMORUB ORGAVIC CaUWM) (KIIA 11:1)
(TISSUB CUIMM)

USSR / Human and Animal Physiology (Normal and Patholo- T
gical). Blood. Blood Pressure. Hypertonia
Abs Jour: Ref Zhur-Biologiyat No 21, 1958, 97V4
Author : Veselkin, N. V.9 Illinv V. S.
Inst :Not given
Title Synthosis of Ethero-Sulfuric Acids In an Organism
After Denervation of the Liver
Orig Pub: V Sb.t Materialy po evolyuts. fiziologil, T. I.
M.-L.9 AN SSSRI 19569 85-90
Abstract: No abstract
Card 1/1
41

WIN. V.S.; TITOVA. G.T.
Mechanism of the action of insulin an the h"okinass reaction.
Vop.medekhin, 2 noo3:203-209 My-Je v56. (MLRA 9:10)
1. Otdol. biokbinii Institute, skeperimontal0may oteditstiW AXI SSU,
Leningrad
(UMIN, effects,
on hazakinase One))
(TRA]WHUNCRYMEA0
hexokinase, off, of Insulin (Iktw))

WIN V S.; TITOVA, G.V.
Relatiou of hezokimme;4zhibit fog propowties 49-16 11 protein froattom
of blood serum to corti'sons and Insulin. Tov.vo~Xtr,-2 noAk 2 3.251
ii-Ag"56o I ~Aki 4-0)
It Otdol btokhtaii Ineltuta skeperiventalluoy'soltsiny ANN SS814
Leningrad*
(BLOOD ?BMW*
/9 -Upoprotsin fractions, Whib, of hszoki~aso, off. of
cortisone & iLmmlin (Ike))
(TRANSPHOMONTLABBB,
hezokinass, tallibe by blood to -11poprotsim' fractions,
off. of aertisono A insulin (am))
(COVISOM, ffectes
blood ~-llpoproteiz fractions inhibo of 1"okineso 00))
(12"N effects@

61
"loop
dl~
0t
vo;
Vol*
d0
d0 ;00
w
op
507
..dbftto" cat
~~I-Ursble
cool
b

. m
.2. .;
I
I -.- . I
. . - I- -
.! t
I : I
I ".. ii

i
I i
I

VAULKIN, H.V.; DAUDOVA, G.M.; WIN, V.St
% - I
Acid-volublo phosphorus fractions in the osawry glar4s of rabbtis
and the aotivity of glands in synthesiling reduejIng phosphorus
organic compounds, MAtopo evol., fisiol, 1179-84 '57. '(MIRA 1111)
(MAMMARY GIANDS)
(PHOSPHORUS ORGANIC COKPOIUXDS)

ILI IN, vms.z.-
Signif icame of hezokiname rewtion and mechamlame re4ralating
it. Ukr*bloWmezhur* 30 u096:911-943 158s WRA m12)
(MMMMASS)

ILIINp Vasilly S.9 otv.red,; BIFC(UKOV, D.I.0 red.; NM-TAKII, S.A., red.
[Phospborylation " Its functions; the 1958 ium] raeforl.-
lirovanie i funktaiial siMosium 1958 go to= *W# 377 p#.
IMIM Ut7)
I@ Akademiya mditsimakikh vinuk SSSRv Moisaw, ImatilAit okepari-
mentallnoy meditsizq.
(Pbospborylation)

IMARAT V. U.A., prof.. glavnvy red.; KIMYWY, TOP'O -prof., samestitell
glavnogo red.; BIRYUKOT, D.A., profop otv,red,j AVXT,1%UX,, B,G,g
doktor biol.nauk, red*; ANICHKOV, R.N., akadenilr, ro4le; ANICHXOT,
S.Y.0 prof., red*; ARBUZOV, 6,Tao, profs, red,; M33'60N, P.M.,
prof., red.: VOTNO-USAWSKIY, K.V. 0 prof., rod.; DiXILOV, MO.,
kand.biol.nauk, red*; XHABMINMIT, Tu.M., prof.. red..; ZHINKIN.
LONqg profs, red** WIN V S red,-, IOFV%, L.I., pidol red*;
KARASIK, V.K., prV._4 P.S., prof,4 redog WINA, A.A,,
kand.md.nauk. red.; NXTIPAKH, S.A., doktor bioil.nai*. red.: RIMs
A.V,, prof., red.; SVWWV, P.G.0 prof., red.; SKOHOWNT53Y, A.Am, profs,
red,; - CHISTOVICH, G.K., doktor md.nouko red,-, BIWO)IN, I.K., takhn..
red.
[Yearbook of the Institute of ftTeriimntal Medicine of the Aead*OW
of Kedical Sciences of the U.S.S.R. for 19581 114hegodLmik sa 1958 god.
Leningrad, 1959. 538 p. (KIRA 1411)
1. Akademiya maditainskikh nauk SSSR, Moscow. Inatitit eksporlmon-
tallnoy meditsiny. 2. Chlany-korrespondenty Aitidemli ms&itslua~ikh
nauk SSBR (for Biryukov, Veselkin, 1111n, Ioffe, Karts1k, SW14~v
Smorodintsev)s 3..Deystvit8l'n'yys chleny Akedsi4i madltminskikh
nauk SSSR (for Anichkov, S.T.* Kupalov).
'KzDir
m.
%

ILOIN. V.S.; NRYFANH, S.A.
.............
Conference on the probles'of "Phomphorylation sad fiwctlbn.!'
TopemedLkhImo 5 no.21l53-159 Nr-Ap 159. ("M 123V
(PHOMOFM NWIOQLIOX)

NY V. S. (Prof.)
"Regulation hormonals do llsotiyite glucokln"lqu* du .-`o16.0
report submitted for the lot Intl. SMoolum on Corls lot pi- an4, Phosphor*l~tedi
Glucides., 16-18 sept 196o, munn, itely
Director, Inet. lxptl. Yadicine, Aced. Had. -Sol. LOW

IL'INq V.S., prof,
IrIkolal Vasillevich Tomalklat on his eightieth bIrthday. Fatafitsfol.
okep.terap, 4 mo.lr9l-" A-I 160. (NM 1385)
1. Obleft-korrespeadomS AM MR.
(TRM9159 WaMAI TABILIVIC14 1879-)

-iL-1INV Y-!-s-j sliANYGINAt K.I.
Hormonal regulation of the hexokinass res*tion in Oa Uver. VOrp.
med. khi=.,.6.no.3s291-3O0 MpJ9 160. 011IRA 14Z3)
1. Otdel biWddmii IMUtuta skaperimentallnoy' meditoiny,Almdei4i
meditaizwkikh nauk SSSRq Leningmd.
(LIM) (HEKOKIIUSA) MADETES)
(CORTISONE)

WIN, VS,,; TRWANOVP Y.F.
Inoorporation of MeWonin"35 in liver prot4'ns -of rato vith
i3loxim diabetes under condiU~uo of a blook or welrou"Ontiofto
of the glucokibase motion, Vopmod,kbim. 6 no,44Y16-389 Jl+4g
160, CHIBA 1413)
1, Department of'Biwhemistr3ro Instititto of4 orlmottea M9401no
the U#S*S.Ro Aoademy of Yledioal Saienoes$ Aqdl~wlw-lr of BioahwIstrl
of the S.M.Kirov Inatitut4k-f6r Postgraduat6 Mj6dical Training,
Leningrad. (DIABETES) IWTHICNINE) (UVRO)
(PROMM WABOLISM)

ILIK, V. S.t TRUFANOVp N. F.p SHANCINAp.l. 1. (USM).
"The Inclusion of 35s Mothionine into Proteins or -the Uver
In Block and -Circumvention- of the GlucokJnase IRAWCt~10"."
Report presented at the 5th International Biochemistry Conow,
Moscow, 10-16 Aug 1961
J

-41INt V.S.j TRYUFANOVt V.F.
Inclusion of mothionine-835 into liver slicem of rots with anc=U
diabetes in a medium containizg glucose or fructose. Top. med. kb1m.
7 no, It82-85 Ja-F 161, (MIRA 3A84)
1. Chair of Biochemistry of the xS4M,KjroVN St&tS3jnStjtut* for
Adsmaced Medical Training and Department of Biochomistirl of the
Institute of Fjqmimental Medicine# Acadmq of Medical .0ciences
of the USSRp Leningrad,
(DIUZTES) (LIVU) (NSTHIOnny!

WIN, V.S!;. IILVAIUI, S.A.
Mechanisms of cellular and central rogulation, of energy metabolism.
Vest. AMN SSSH 16 no.3-1:47-35 1614 (XIIIA 1$:
(CEU WTABOLaPI) (NERVOUS Swum)

ILI I.-) 1.r.3 !'I CI.V.
in vitro --~f thO OffOct Of insullil am the be.-cokinace
;7i,,ti',-'.ty of thc liver. Do;-,].. SWR 341 no.1:4'127-229 V 161,
(1411p). 14:11)
1. Tnatitut ollsperimentallnoy meditainy ARadair4i, mefttainski)ch
n,%uh SSSR. Prodstavlono al:adcn:Uxra V.N.Chernigovald-n,
(MVER)

L V. F i I :1-i
Eflect of cortLorme and in-lin un thc ac:Uvlry Df
in leucocytes. Vop. med. khim. 8 na,,4:374-376 171-Ag '(.-2.
1. Otdol blokhiml.i. InstiLuttL ekaperimentallitaIr m4-!)rAJ:tnlny AM
'SSR, Lpni.ngrad A. sekLor bioklUmil Iristivatl (~*?::'IFr(-.!V:i.:itii,.t.,:Illn(,y
i klinicheskoy tac-ditsiny Al; 1~ol-otisk, - 11.17~"P Ill.

IL'Iff.-V *Sj,-,TITOYA, GeVe,
Effect of insulin in vitro on the activity of limpatill gluooxa-6-0~
phosphate dehydrogenaea and gluoose-6-phosphatsiss Bloichimlia. 28
no,6&987-991 N-D'63 W11A 17 t1)
1. Department of Bioohomietzy,, Institute of HzIjerimontal
medicinev Academy of Medical Soienceop Uningrade

ZBARSKIY, Borio Illich (deceased]; IVANOV, 111ya, Illicbj
HARDASHEV., Sergey Rufovich) ILOIN, V.S.., red.
(Biological chemistry] Biologiabaskais. khimii&,/+. izd.,
I.opr, i dop, Leningrad$ Meditsina, 1965. 519~ '9;6)
(MIRA

GROWVA, K.G.; WiN -S.
Identification of glucokinase in the adipose tissue of the
spididy-mis of rat testicle and the stimlating offedt of insulin
on its synthesis. Biokhlmiia 30 no.4052-758 vyl-A 165.
IMJRA IM)
1, Otdel biokbimii Instituta eksperimentAllnoy med~tslny AMN
SSSR, Leningrad.

WINI V* Set CANo AOR SC,I 9"INTERVARIETAL HY90108 OF .
CORN IN UMSKAYA OBLAST@" OM8Kf 1961. (Aulmon'S ABSTRA,C,,ra
OF Of SSERTAT IONT PRESENTED AT OMSK AOR INSIT IMISe Me KI~RPV)4~
(KL9 3-619 225).
323

men
(c 10 As Is "M)
W IL W""~
m "
IL L 1~
Aupwworpo
C~ a-** um- a
12 NMI
f. L Op-mm
00- wpm*,
JL r 40 04"OK P~
pAs" t-rof",""
A"""
L A opm-
06 it ow-~
an
OL C.
AIM"
owes W-0
wowwft 0d amoorms, %sionow"moo IN ON"), "Iwo

Variational method of calculating symmetrical tstrap6lar inbowo-
geneities in rectangular wave guides. Isv.vye.Lwheb.%&v. -, radlof is.
3 no.4:683-693 160. (INIM 13:9)
1. baratoysicly goaudaretyeanyy univorattet.
(Vave iguides)

MUNIlDVA L.Vs; WIIKOWPYAN, N.S.; ILUWDYAJI, A.B.; IMIN V.T.
114oskva)
Kinetics and mechanism of methane oxidatit)4. Pa*t 5t
Constant rate.of methane oxidation. Zhur*liz. kbim.
35 no.7:1435-V+42 JI 161. (MM 14:7)
1, Akademiya nauk SUR Inetitut khWebloghoy rj.g,*io
(Methane5 (Oxidation)

L 10716.
ACC Iffit AP50265i5 so=& COD&I U D98
37 MOO',
AUTHOMS: 111ino V* V.; Vasil'yovo 00 1.1 NoVVik4-t" 10 T* 0,
ORO: norte
TITLE3 Analog-digital device for sixulating pftblems of 063t~~ionary hoot
conduction, Class 42,, Has 175750
SOURCHt Byulleten' isobrateniy i tovarnVkh:zn*kov, Roo 14 It "96
TOPIC TAGSs teqmrature simulation., analog di ital 0 two condupt L012
16
ABSTRAM. This Author Certificate presents an analog-di~4trAl 4 PrIce for
simulating nonstationary heat conduction, The device con ains' t hetwork of
ohmic resittances and a device for setting ibe bowwary c nditj Irq To i0c rose$
the accuracy of simulation, the device contains a code-to; amm'aa16' Ionvertei 1for
each node ting ao I
which operate alternately in a storage and a V~Itag(h a t g
There is also one analog-to-code converter common to &I ibm n*160V VW i c 9
connected a equentially through an electronic switch to t6 nodi i O!f the ne 40*.
-7
Ic"d
;001-24

AIMIORS:
Borsheliev, V.B., HokhUn, 1114.
TIM: QLn a machine think? 0%4twor 6f 00~e V;dwp, x).1 1A ordar~ of
till
discussion)
PERIODICAL: Referativnyy zhurnal, Mathematlika, mo. 0, 4bitract rall
(Tr. Kazanak. aviats. in-tat 1961, .19614 :14,4 ek H
TM: In the authorl I opi nion, . among ~a, nvmbor,1 of ftj~losI prob~,~Ivo
of cybernetics under discussion on" problem whLah was mllokt arltj~ j1:1voo d0rit-rinj;
solutions by many eyberneticiazz requires furtkviv & *,cuts al imt - 'IrKe jlrobleir~
deals with 'Me possibility or impossibility of carrying MAI; an ip-tIO.ogy betw0an IL
compulter and the braln to Via point of admitislart (ar nagatill,on) 11,11,ij.t lZere, aplaej;
a property .n a computer identical or close to oonscinusM.0114 01*4 ItKon-ij -~IeajrlLy,
to thought. Caq a machine think? - Tkiia clear question p,vixtucel; two InutuallLy
exclusi,ie v~.ewpoints: yes or no". The authors analyze Ujilt baol-,. airuments In
Gupport of the impossibility in principle of desigrUng 4L t1jiJAW314; a4A'dn,3,s the
algorithmic undeterminability of certain problems, the norimiduolb,11ttir of thirik~-
Card 1/2

ci4 V05
-a atachlne-th1nk? -I',!
Can
U
- -----------------------
T-7 ---Ing# as on
special fo" of. MOU 44~414~i -*V. AW 8 _~O
,ion
V13
matter (to a. r- -form); -the-A #ibl-114-66-110 ;711ij
-at, th'irt M -on 160' El _u t-:
W
univeroe of d*n; Iii -the - ----- ti*q t i -
_._ 'n
Ion
on
0 .1400 1 di t
don
Idea of the,possibility of I of soil it 0
C ny
il ' T
or- pM1oaqp1*; --this 7 idea is o ell
-tur- -f-nc ues I
hi e- exj~dr e Laolve-
n
conclusion.- the -authors develop the %o tha I wh'~:l n of worl
them last few years an attempt is present W 60m n the,~~ I
to the conte.-it of attributes of matter bythe science-of fljja~ tw~,jttetn cenijurv. i
the so-called ontological nongeocentrism". Carrying bl~dt an iaAoKf,&betije
quantum theo:-y, the theory of relativity, the authorst cozolditr tm~ c:fberniit
apparently ii; the science which aves us the fleet founUt-Amn fop ~~it;corertn
the elements of geocentrism in our consclaustiess and sinte, "b-,-jf
aiding in the affirmative the problem or the posoibllity 44' oreatil th rk
machine we t1tus admit that Uiere can exist not just a uniqt4j.~ hikJ11~1v, org&ni-ie
material system (the brain) In which consciousness arose! ,..k thaill. Other Carip
highly organized material systems in which consotousnOss OtIjIlies jrjj gotm-Lblit
exist.
[Abstracter's
tranalatton)
cir,
ne -
i
of
andi
notet Complete
A.K~;Korj[H to
Card V2

A*I.; UTTSW, P#T.; WIN, T*T.; MI 1, TO.P.
kpparatus for thermal and calthodia atomization and 0-4-ing of
metals in a gas discharge. 4volb'b.,22 ao*2:238440 p" !56.
(Notallography-Apparatue and ~WlIss) Wu 9: 6)

SOY/48-23-2-1/20
21M
AUTHORS: Bashilovp A* A*# Illiny V* V0
-------------
TITLE: The Coefficients of the Internal Con'16i'sion,;Of Son* x4lsir
Transitions in A*75 (jcoeffitiiyent~ konier,41.
nekotorykh yadernykh yerekhodby v; An 75)
PERIODICAL: Izventiya Akadexii nauk S8SR* Seriya ~izicheskayay 19j9p
Vol 23, Mr 20.tP 154-~158 (USSR)
ABSTRACT. In a previous paper (Rat 4) theautho~s dete~minqd t~~ qo-
efficients'of the inteinal oonveroiow(cic) of N~ms Amoloar
transitions in AM, that is to says ~thay doterzin*4 ~tho4b-
solute value n
K g
by measuring the number of Conversion elso*Qns no i ass
'b~
of the magnetic spectrometer and by measuring the *i of
Itly,
photoelectrons n striack out of a ca4braked ti. 'U' a i
of one and the same radioactive so;TQep vp the photael"tric
absorption coefficient and gs the 64rgy lunation,* it* the-
Card 113 parameters of the apporatusp which were 4*ermined~*Ath~
Sult/48-23-2-1/20
The Coefficients Of the Internal Convers
in As75 Of $000 XuOiW transitilons,
GPGOially calibrated samples and y-r&74 with wall known Cie
The target was calibrated with T-rays-4 T"q'Au198 4~4 0,057
(11ig'l). Thi authors determined the 010 for nuclear ~ranai-
tions in As'15 with the energies 3 051 21301 305 and'401' kov
which correspond to direct I ansitions from' than$ energy levels
into the*~Tound state of As!5. 166 t6:1 the r4a that *,
40
ty of E m 305 and'401 key in Qcn6id?iAbly weaker, an!
to E 2 .~, 1. 1 1 , e
65t~HO kov, two radiation aourcag of difforent thick-
2
noes with 6 . 0.1 AM/cm.. and Os 5 mg1c were used; Fjg_
urso 2 3, 4 and't ble . I6ontuin the
I .a Psri'60ntal da~ti, f~r
Tf 90' n and- X
OX. POr'COMPAiati've d='Of OAor autk
I Ore see
table 2. There Is a deviation by about 10
The detIrp
Of the'tranallion types resultin from a 00 inlition
theoreticil and experimenta'l g MParison,oi t4e,
value"r 3-
For the energies By
409 305p 280p 265 kov spin and Wity,
Of the individual levels war* determined I Io be; 5
Card 2/3 9/p+,
5/2-t 3/2 (ground stAts)l corresponding Irangition4p