SCIENTIFIC ABSTRACT VOROBYEV, N.N. - VOROBYEV, P.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R001860820015-0
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: March 14, 2001
• Sequence Number: 15
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

VOROBIYEV..,Nikol4y'Nikolayevich; KOPYIDVA, A.N.., red.; AKSLWROD,
I.Sh., tekhn. red.
(Divisibility'teits] Priznaki delimosti. Moskva, Fimatgiz,
1963. 10 P. (Forliarme lektsii po matematike., no.39)
(MIRA 17:~2)

VOROBIYEVO N. M., Dr. plWs-Math Sci - (diss) "Randomized common actions
in end Pl&Ys,**Lebingradx 19600 13 pp) 260 cop. (Mathematics Institute im
Vo A. Steklovj Departffent of Applied Mathematics. AS USSR) (KL,, 42-60, 110)

ABRAMOV, S.A., inshener; q](Q8w'aV- inshener; GIAGOUTO N.M., doktor
tekhnichaskikh n&ui~_j_r_o_f`e`s`saor,- HUMIS. P.M.. inshener; XWUM.
P.S., kandidat tekhaichaskikh nauk; RISKIN, I.T., lushaner;
YMYAWKIY, N.A.,-doktor tekhnicheskikh nauk, professor
Selecting types of diesels for projected diesel locomotives. Vest.
TSUI1 HPS 16 no.2:11-18 Nr '57. (KIRA 10:4)
-(Diesel locomotives).

VOROBIYEV, U.N.
[Fobonaccito numbers] Chisla Fibonachchl. -Moskva# Goso lzd-,vo
tokbniko-tcoret.lit-ry., 1951. 46 p. (Populiarrqe lektgil po zA-
tematike 9 no,6) (HTRA 14:11)
(Numbers, Theory of) (Fibonacci, Loormrdo, fl.1220)

VOEBlYIN, 111. N.
vOllOBly.~;,j$ 3. 1'1. -- "ContAnictive Calculus (Logic) of Proporitions ',"ith
Strow, liermtivn.ll Sub 24 Apr 52., 1,11athe-natic: intit V. A. Steklovj
Acad 3ci US'SR, (Dis:ertation for the Degree of Candidate in Physico-
I mathe=tical Sciences).
SO: Vechernkya floslwa January-December 1952

7.
ice Modern Algebra, 11 Apr 52
Associative Systems
of 'Ass.6clative Systems," N.. N. Vorldb,' yev
["Dak Aki'Nauk SSSR" Vol L=n, No 5, pp 64l_643
~As usual set vith one single-valued binary4sso-
!;~Utive! e-ration ("multiplicationf") is ca.11id an
OP
"awlAtive system. The subset T of system 07~ is
ealled its left ideal if GT is in T, and right:
Idisal Ir ,To Is, in T. The purpose of the cui~rent
article is to expound certain results to L-systems
'led main left
U-systems are so-c- Ideals; that is,~'
i,,;.V=)kOhezatics Modern Algebra 11 Apr!
Associative Systems (Cautd)
note of the form GX U X for a certain X in,
States that L-systems vith unity ca=6t'pofs**s,`-'-,
1: any, augmentative elements Submitted by AciA V. 11'.
Feb 52.
A#
3

USSR/Mathematics Symbolic Logic 21 Jul 52
Propositional Calculus
7he Constructive Calculus of Propositions With
Strong Negation," N. N. Voroblyev
Ak.Nauk SSSR" Vol 85, No 3, pp 465-468.
Considers certain properties of the propositional
.Calculus with strong (Constructive) negation. as
.defined by the usual aiioms consisting of 21 tau-
tological. forno (e.g., Pz (Q-.)P), etc.) and by. the
us7al -schema of imference. in particular, considers
strongly equiv formulas, mmely, vhere t-oth P-sQ and
-?a -Q,hold true simultaneously (desigmted by P ik
SuvmItted by Acad V. r. Eknirnov 12,MaY 52.
235T66

USMIMth=atics - SIrr"bOUC Logic . 1 Aug 52
bleM Of Inferribility in the Constructive
of propositions With Strong Negation,"
Voroblyev
"Dok Ak Nauk sssR,, Vol 85, no 4, pp 689-692
In a previous report ("Dok Ak Nauk S=" Vol 859
No 3, 1952) the author derives several theor-r-
c(mcernina the constructive calculus Of Pr0POs:L-
tions. with strong negation. In the current report
the author gives an algorithm Vhich permit$ me to
develop formlias inferrible in,.this calculus and
thus to ~ distinguish them frCM nwl n errible
for=ilas. Submitted by Acad V.I. tiirnov
12 May 52.
--- -------
227T55

Vorob'ev, N. ff. Associative systems of wbkb every sub-
syiWm_fi9W'gWty. DoklatTy_7M_aJ7Nat1kS.SSR (NSj
88, 393-396 (IM). (Russian)
The author considers
associative systems (i.e., semi-
groups) 0 such that every subsystem (i.e., sabnernigroup)
of 0 contains a unity (two-sided identity element). -Ile

shows th, Y
'it a system M h15, this ptopett U nd only It (1)
a
VAthematiod Revi6wd ,
*is the Class BUM Of 111"t(J'ally d6joint groups In each of
Vol* 14 No* 8 which every element has finite order, and (2) the set of
Septa 1953 idempotent elements of 6 is, well-ordered by the division
Algebra telatiDn (Et divides E, if FIE2-P.1EI-E3). From this and
a theorem of the reviewer [Ann. of Math, (2) 42, 1037-1049
(1941). iliese Rev. 3, 1991 it follows that the structure of
such a system 0, can be described explicity [the Ftmi-lattice
'
-
th
i
Th
P i
3 t
i
i
hi
ll
-
n
e rev
ewer
s
eorem
x
s
cax a we
n t
ng

orderA set]. This enables the author to dcscrj
'be the ideals
and a utoinorph isms of 0. A system 0 in which eve-y finite)
generated wibsystern of OJ contains a unity is simil- iy
characterized, the only change being to substitute 11(trutally)
ordered" for "well-ordered" in (2). A. A Clifford.

V.&qg'
Ii -M
M-7&- gg
Controlled processes and the theory of games. Yest.Ion.un. Jo
no-11:49 N 155. (Games, r1beory of) (KMA 9:3)

124-11-13019
A
Translation from: Referativnyy Zhurnal, Mekhanika, 1957, Nr. 11, p. 103 (USSR)
AUTHOR: Vorotfyev, N. N.
TITLE: Flexure and Torsion of a Plane, Curved Beam of Small Curvature
and with an Arbitrary Cross-Section. (Izgib ploskogo krivogo brusa
maloy krivizny s proizvolInyrn poperechnyrn secheniyem)
PERIODICAL:
ABSTRACT:
Card 1/2
Nauch. tr. Novocherkassk! politekhn. in-ta. , 1955, Vol 29 (43)pp 65-78
Calculation of beams having a small degree of curvature along a
circular axis and a cross-section arbitrarily oriented with respect
to the plane of curvature of the beam. External forces are assumed
to be directed in an arbitrary manner, either as distributed loads or
as concentrated forces. The case of a section oriented symmetrically
relative to the plane of curvature is obtained as a special case from
the general formulas. Castigliano's theorem is employed in the
establishment of the fundamental differential equations, Six basic
parameters, entering into the -expressions of the internal forces and
moments acting in any given section of the beam, are determined in
each specific case from the boundary conditions. For a closed ring
general formulas are set up to express these parameters in terms of

IVY
IZ4-11-13019
~A b
Flexure and Torsion of a Plane, Curved Beam of Small Curvature and with an
r
Arbitrary Cross-Section (continued).
the external loads. Unfortunately, the Author does not adduce any
examples to show how much more complicated a practical calculation
becomes in the general case as compared to the solution of a beam
Flel (N. L.' Ku2!min)
having a symmetrical cross-section relative to the plane of curvature,
Card 2/2

W-V~ -Znv-v~~ ~Ki
Yly N. N.
-Theory of ldeals of ansoci&tive 8YvtsmS*.Uch.zAP~,Pad-lnst. Gerts.
103:31-73 135. (MLRA 10:3)
(Groups, Theory o
MM, 4
NIA5153 -.0 R
mmm!", MIR,

V)
44-1-161
Translation frcm: referativnyy Mirnalp Matematikap 1957., Nr 1,, pe 21 (USSR)
AMECH: Voroblyev., No No
1~
TZW: on the Canonle Papreaentationo of Elements of Symmetrical
Association Systems (0 kanonichookikh predatavleniyakh elementov
simetricheakikh aBgotsii%tIvnYkh sistem)
PMODICAL: Uch. zap. Ualngro goo, pedo in-tap 1955) 103P FP~ T5-82,
ABSTPACT: Iat H be an arbitrary set. Semigroup C of all such mappings p
(almost analogoas substitutions) of the sat X Into itself; for
wb1ch M-pM Is a finite set, Is examined, Mw number of elements
of tb1s set is called the defeat of an almost Identical od"110MICtw po
let A be a subset of semigroup C., consisting of all transpositions
and of one arbitrary fixed., almost Identical substitution vith a
unit defect* Among different finite-acupooltions of elements of set
A, some special canonic ccupooltions are of Importance; It Is proved
that any element of sem1group C can be represented as one of these
canonIc ccupooitions.
To 0 B 0 LYaP1En
Card 1/1

Associative firstemm, any loft ideal of which contains a unit elexent I*
Uch.sapo?ad. Inst, Garts. 103:83-90 155. (x2A 10.-3)
(Groups. Theory of)
mRPM-37 -77MR5,75R."

IWW, Uders, 1913- ITAK,,.N.N. (translator];,PITROV, T.Y.()ranslator];
T
4
w la t
XHUSUp A.P. Ctr iel"ator ; tr*W, Tu#Vv, redaktor
[Statistical theory with engineering applications. Translated from
the Inglish) Matematicheskala statiatiks s takhatchaekiml priloshe-
niiami., Parevod s anglilokogo N.I..Yorobleya, V.V.Patrova I A.P.
Xhusu. Pol red. IU.T.Linnika, Moskva, Izd-vo Inostrannot lit-r7,
1956. 664 p. (MIRA 10:3)
(Mathematical siatistice)

Uvrob't v 'A),
'AUTHOR: VOROBIXW", ~.' N. 20-5-1/54
TITLE: Redaood Strategies for Games in a Generalized Form ( Pedutsirovan-
nyr strategii. dlya.igr v obobahchannoy..forms)
PERIODICAM Doklady Akad.Nauk SSSR.., 1957,Vol-115,Nr.5,pp-855-857 (USSR)
ABSTRiM The present paper is a generalization of some results of Kuhn
LRef 1,7 .
Let v denote aa-ar-bitrary alternatIva of the'amoant of. information
U
U. If in U.the i-th.player moveav then Tx (U) denotes.the family
j
of al-1--amourts.-of-information V for which a) V G I b) V