SCIENTIFIC ABSTRACT ALEKSANDROV, P.N. - ALEKSANDROV, P.S.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000100830006-3
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: June 5, 2000
• Sequence Number: 6
• Publication Date: December 31, 1967
• Content Type: SCIENCEAB

GK~,Flltlyfl, r t,,
hi-EKSANPROV, P.N.
1~rparimental data on the influence of some drug
,a on embryogeneals
and epil division. Pat. fi%ioi. i eksp. terap. 940.3g4-'-44
My-Je 165. MIRA 1F-.9)
1. OLdel khbr~-oteraplJ (zav.- prof. A.M. Cherrm~,h) Instituta
farmakologJi i khimiotpraplJ (dir.- daystvitellnyy chlen
AMN SSSR prof. V.V. Zakusov) AMN SSSR. Moskva.

GI? I BAiq(YVSK VY, I P.
The I-IF-2 mi cropho tome ter used as a cy-tophoto7net~--r. Fat.fizlol.
-91- (,,11 ',~ "
1 eksp. terap. 9 no.4, I CI~3 JI-Ag 165.
1. Otdel kli-Lmioterapi.i- (zrxv. - prof. A.I.1,Chernukh) Tnstituta
.. V-l _ v
farmakologii i khbaioteraydi (dire'r-Itor - (-,-aynt ny, --
ill - III-)sIxa.
AMN SSSR V.V.Zalusrv) Il"N SC:Sll, I

ALEKSANDROV. P.N.; BOGDANOVA, V.A.; CHERNUKH, A.M.
Teratogenic effect of the intermediate prodiiets of ',-~alidomide
synthesis on chicken embryos. Farm. i taks. 26 no.f):744-747
N-D 165. (1-11 PA 19: 1)
1. Otdel khinvioterapii (zav. - prof. A.M.Chernukh) Inst--tuta
farmakclogii i khimioterapii AMN SISSR, Moskva.

LITVININKO, P.M., pedpolkovnik mediteinskoy Blnzhby; AISKSANDROV, P.P.,
podpolkovaik- -
Keeping water in a hot climate. Voon.-med.zhur. no-7:38-39 Jl 157.
(WA7-KR SUPPLY (MIRA 11:1)
preserv. of water in hot climate)
(CLINATS. eff.
same)

RONINSON. M.Yu.,; AIXKBAIIDROV.,ta&.6,,FILIPPOVSKATA, V.I.
Correct utilization of hospital beds. Sov.zdrav. 15 no-5:30-33
S-0 156. (HIRA 10:1)
1. Iz bollnitsy imeni Karla Marksa (Leningrad)
(HOSPITALS
distribution of beds in bad shortage & indic. for
stay in hoop.)

I
~JI
RONINSON, M-Yu.; ALWANDROV, P.P. (Leningrad)
ation of the
Reordniz hospita ization system. 3ov*zdravv 17 nool'.
17-21 Ja '58. (MINA 11:2)
(HMPITALS,
reorganit. of system of hospitalization (Rua))

ALEKSANDROV, F.F. -
~ ~ - . ~_;. IMMU, B.A.; RONI1,6011, M.yu. (Leningrad)
Work of a hospital council. Sov. zdrav. 20 no.8:58-63 161.
(MIU .15: 1)
1. 1z bollnitsy imeni Karla Marksa Leningrad.
(HOSP1TAIS-AMIMSTRATION)

137-1958-1-91
Translation from- Referativnyy zhurnal, Metallurgiya, 1958, Nr 1, p 16 (USSR)
AUTHOR: ALeksandrov, P. P.
TITLE: Thorough Preparations Are the Key to Our Success (V khoroshey
podgotovke zalog nashego uspekha)
PERIODICAL: Kolyma, 1957, Nr 5, pp 14-15
ABSTRACT: Preparation of a number of placers for the 1957 washing season
is described.
A. Sh.
1. Mines-Operation 2. Mining industry--USSR
Card 1/1

SHILO, Nikolmy Aleksoyevich- POTEWIN - S.V. zam.otv.red.; ALIXSAIN"DROV, PqF&j
r d - AFELITSIN F.h. red - AERNZIk, V.P., red'-
MTSOV, G.G.: red.'- MAWYN, L.P.. red.; NUbIN, I.E., NR; 0
R
FIRSOV, L.V., red.; ;~Immo, T G., redi; SHAKHIIAROVICH, L.A., red.
[Soria principlau for clasBifyiiig placer deposits] Nekotorye printsipy
rosuypnykh proiavlenit. Magada~, 1958. 20 p. (Magadan, Vessoiuznyi
nauchno-issledovatel'skii Inst;tnt zolota i redkikh metallov. Trudy,
Geolo-iia, no. 36). (MIRA 12:4)
(Ore deDosi~s--Classification)

KA-117ASHOV 1,.-. PhvIlovich- SHIT-0, -0 Pfl--;v,~1- S Ir zarl. ()tv.
47--?';'~J- , V.P.,
ROV
7 1 4 - -
r-,cl. ;-7-k L.-O Il T . , refi.; -T-.-- 0 .7SUYAV, L.P., red.;
nzii-DIIT, I.I., red.; FIRSOY, 1.7., r,--.: FO--`l'*--;-O. red.;
SRj---KlqITAROVI',H, L.A., red.
[137inciriloo for ma'rri nr reonor-cl!-,-Ic--Ical prognosis mps of plaop- de-
ws'r,-
--)Bits] 0 --rintzipal I I k1kh prop-
v goologo-geemorfologiches
'mrt rass~r-pei. lht 195b. 49 P. (Magadan, Vsesniuznvi
inv."itat zolota i redlcikh metallov. Trudy.
(IMIRA 12:4)
(Oze de-)osits-Maps)

M&NUTWF, Pavel Ivanovich; GALKIN, Georgly Semenovich; SHILO, N.A.,otv.red.;
POTBXKIN, S.V.,zam.otv.red.; AIXASMROV, P.P..red.', APBL'TSIN, F.R.,
red.; BERNZIN, V.P.,red.; AM KLTZNXTSOVj G.G..red.;
MATSUMM, L.F.,red.; NUZHDIN, Iol.,rad.-, F-IRSOV. L.V.,red.;
POMMO, T.G..red.; SHURNAROVICH, L.A..red.
[Peat lifting by means of excavating machinery in stripping
placer deposits in the Northeastern U.S.S.R.] Vakrysha torfov
semlerolp,vmi mashinami ne priiakakh Severo-Vostoka SSSR.
Magadan, 1958. 68 p. (Magadan. Veesoiuznyl nauchno-iseledovatell-
skii institut solota i redkikh metallov. Trudy. Gornoe delo no.19)
(MIRA 12:5)
(Soviet Par Bast--Gold ores) (Peat) (Excavating machinery)

FI111SOV0 bw Va.,sill-Yevich; SHILO N A otv red - POTEMKIN S.V. zam.otv.red.;
T.P. SA X.T., red.:' !FVTSIN: F.C., red.; BkXHINI, V.P., red.;
P '
"0=01H. AJ-'!-~e
.; KU7,RffSOV, G.G., red.; MATSUYEV, L.P., red.;
I,TUZHDIN, I.I., red.; YOMIKO, T.G., red. (MIRA 12-4)
[Structure, morpholoF7, and mineralization of the Igumenskoye gold
deposit] Struktura, morfologlia, mineralogiia i orudenenie Igumenov-
skogo zolotorudnoro mestorozhdeniia. Magadan, 1958. 71 P. (Magadan,
Vsesoi,aznyi nauchno- issledovatellskii inatitut zolota i redkikh
metallov. Trudy, no.33)
(Tengke Valloy-Gold ores)

SOSNOVSKIY, Nikolay Pavlovich; KAWRIKA, Iladezhda Mikhaylovna; SHILO,
B.A., otv.red.; POTAMIN, S.V., zam.otv.red.;.ALIK
red.; KUZNETSOV, G.G., red.; M&TOM, 1J.P., red.; NUZHDIN, I.Iv
red.; FIRSOV, L-V., red.; FOMMMO, T.G., red.; SHUHNAROVICH. L.A.,
red.
[Treatment of hard to concentrate tin-tungsten ores] Obrabotka
tradnoobogatimoi olovianno-vollframovoi fudy.Magadan, 1958. 26 pa
(Yagadan, Vaesoiuznyi nauchnb-iseledovatellakii institut zolots i
redkikh metallov. Trady.Obogasbehenie i metallurgiia, no.28).
(miRA 13:4)
(Tin ores) (Tdngsten ores) (ore dressing)

AIEKSANDROV. P.P.,
Every task needs a creatiiM approach. Bu~.prom. 37 no.8:12-13
Ag 162. .,7 (MIRA 17%2)
1. Gl-qvnyy mekhanik Segezliskogo kombinata.

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A. I.
Poscou.-Leninm-ad, 1948

USSR/Mathematics
Academy of Sciences
oct 1946
"Soviet Mathematics in the Forthcoming Five-Yoar
it
Plan, P. S. Aleksandrov., Corresponding Member of
Academy of Sciences, 12 pp
"Vestnik Akademii Nauk SSSR" Vol XVI, No 10
Discussion of relationship between theoretical and
practical mathematics and the application of
mathematics in science.
loT58

ALEYS"DROV, P. PA4oT2:5
ic Theorems of Dupliolty for Open Mltiplea'of
-,the N-th Dimension," P. Alelvandrov, Moscow, 72 pp
"Matematleheskly Sbornile' Vol XXI (63), No 2
''Aixthor discusses results of work he aoccmplished
from Jan to My 1947 at Bolobevop Komarovka. Sets
up the general conditions fcrr Aleksanaer-Pontryagin' a
laws of auplicity for closed multiples. Discusses
the general law of duplicity for any maltiples which
.lie within Sn. 'DIBOUSSeS the duplicity of Bett's
groups, limits of duplicity, and the Oshkuren poly-
hedron. Submitted. at the 13 - 20 May 1947 session
of the Moscow Matbmatics Council.
IvJT25

to
0
NI q
11(a 7'. 1157 '194,"1
Mau
This is"in expo&ition --if d)e the-rN, of regular topoologi~
spaces and their extensi,,ns and bioornpactificatioms-
presents the principal wotic in this field of Urysobn. tj
W author, Tydioaoff, , Kurosh, and %Vallrysan; it is sel
contained and very clear ';ection I bevsns with Haitadoi
spaces. and a variety of sqmration properlie--;, with emph"
on cornple~p regularity. S-section 7 gives the equivalent f6
mulatiorwof bicornpactne-ss; section 3 Lq devoted to
Proditict of bieornparta and the imbedding in such produe
of given z6mplct(-1,, regular tpaces- '~ectjon 4 deals With
nzax.hnal $compact extens,on of connoetely regular %M6,
and other '~ related extensions of rezular rpacm Secfion~
treats b1compacta as images of the (Jvadic dicontinuul
D, and in'troduces an anal(vous set F This is &1so
-CI E)-oduct C~ - ru-r-, Ladh 2 111 FIioi-~. cfwever. the Pa
0 .
W is now ch6clen ar a Tsr)Lacr. (ialW a ~ onnected doubtt
whore open npts art: thTc- tji(, ri-.ih the pair of Point
and one point of the paii. In ~j-rtv.)n 6 the pojectio
spectrurn 6 defin(-d whos, !r.,eTn1.x-rr, at ~ fin.ite discxete sr-M
reiated by rnappings.~ The bar-v~entri, ~atbdivision of an'
6 plexes is also treated he".. the totaljtN~ Of ruccezzive Cut
. divi,;ions being interpreted as a spec-rurn. It is shown he .
434 bicornpiM may be reahzi~i naturalk ,ts th- limit sparest'
spectra. In section 7 it is proved th.it ihe lower limit C
the specibrurn associated with an whirrary normal spaC
is the maxiinal bacornk,%actihation of that %rjarr.
L. Zipptn J I u&hing, N. Y.).

P. A
sin
7
I.i 31bi
-tm!
in

0
n
L:enr-rate'sl

i~ ,groups tising tr I, t~jm. modul'
-m', 'ot,fficjent~

?1. d rle froml
,:~
f

for I very I
1.ictar

:6Wd the
,'I I I fl U- B,

"fl, thr-,)Ugh
I a n d a
k 1, , illesis
N 46,
hesx i C. R.,
P 221, 1 1 . I t I It _e 7. '16, which;
I; i, Ir, ~,t ol tria t t, i (I (hi, ] pointtNI Out!
fliat this gen, ,I[ dualiiy di- tv n f dv,nI,,log-y giotips~
in 8 .,, itli co, Hit writs tri 11. can c4wd wtLhow ir*-~
(ourse to Theorem Of!
rAienuierg L131,111. Arrier. Math 7. P4 1). tjw~,Z:;
Rev. 2, 179] iS -,lKTllfiZ(-fJ .1, !!'(' I 'I ..LSe Of the
general dualitv est;kblishod i th,
The central probiern of :irwi ;,aper A -I ved in
recently published work bv S. ~,'aplayi pn-, odinv'
review; &,e ~ih~tract for tk;r In j _:~ \trjr N
Ilith.
_30c. 48, 3-1 1'42)]. L Zi,-psn (F); :

a Alels=dror P.1 Homology C"
tttit=I.L
_
_
947
Ljokja(yy d. Nauk SSS i,~ N 57, M-214 (1~
'
'
ar,'n'c,noiation ;is Ari ther papers r'See
le
IN"ith,.t'n
e,s
'
-
d fi foflo%vs. A ,ot
iewsj, e. rti~imi, :Ire Vts
rev
two precedini;
A So is an'r;'_~C
rif every true c-o: le ::,t t' of dic A v.-hich
iis~not. oarril5a6t bounding in .4 falls zo 'bound in sorri-,nell'Zil.
M
"borhood of;.'.,C ilt is'a ur-set if th'!,~ nei,-.1tborl-irx~& exists
. .,
1, ,
.
I .
in4ependently. of the cy'Cle. Ftirtlwr. A is an - ar-s"et if t(j
f 1
'
;every nelgfibbr~~ X of A therc may be ass~.,iated

I t '% Or",
'~neighborhotld V of A such th;i dimer
of the 6;~en set V is homologow; i ii to some true

ie set'A_ The'!set A, is a -rt-rract in dirncnsic~o
t
q
I
coeffici6i~ in if it is urv It is shown tl
iat,
i s a h a rnolog'y ritrart i n d im en,.ii on oe~iEZJI(.
a~scoefkientsfOrgTOUI,15 ill 14, A.,A andA,PB aredlj;ll.

!,wr- is a compacturn ~- c,11
The set A h4~3 property JP if
i~such that every~ -dimensional :riw r,. cie of A is homokx4cii;.;
, P
%0
to some true 1e of -0 and if to each 0. c A thel e
J,is some 40j.,.O.ci~bcA, such ?h.i, -,-.-,.,:-i true cyck: o" o~
bounding in.A I also bounds in b, % ow, for the case th it
~
c~cJic mod in, a two-fold homologgy-re.-ract
21=Z, both
mod m is defin6d as & set A which is a homol'o-gy retract in
'all dimensions and moreover has ~)rof_w:rty P. This class of
sets is; 46Losed ~Vith resper-t tv %onipic-menta Elan; if A r-S-

is B=S"-,4. The class includes all finite
m the class, s
dimensional'66mpacta of finite connectivity, mod w., and
Mcludes A "Aripped" polyhedra- These comprisp all sets
formed, by ~dditiori and subtraction of a finite number of
oidinary ~olyfi~dra of arbitrary dimensions. The, system of
all two4bld h'6inology retracts consfirutes a domain of dual-
hy, in_the,seh~e of thI3 paper; the construction of. such n
Idomairt ii th" a jective of the paper. L. Zippin.
'SAI
4

tn
6
Meory ol Sets, Theory of Func 'ions of Real-VarLah
NN. V d
Ve ente
iv P S and M I ~ r ~YA
f

Mnyu ;~,l
.
ozes
mk ne CLi
riyu funkdL st pervaya.
tmducdbn tG the Theory of Sets and the Theory of Fun~;'~~
4
(~
Part One]. -Alek=drov,. F. S. Vvedenie
tions..
7
C+1 '
I
obsl&xy,~ teoriyu tnnolestr 1 funkcil. Pfritroduction tag
~D
9 the Getieml Theory of Sets and Functi-I
-
C1. darstv, jzdat. Teltn.-Teor. Lit., Moscow-Leningrad. 1948,

W pp.
This ;~ollutne is the -first of a two-volume treatise deafirik 1
with theloundations of latter-day rnathematical analysis,:!
designed. f6r students of mathematics in Soviet universitiki~Ll
;4 and pedgg~);vral institutes. The thesis is advanced rha-t tb":.
f
i
l
i
b
i
i
l
d
t
ons o
ca
space, cont
nu
bxwi
est n
set, topo
t~v, art
og
ibtegl'.ah~uld firtda place in thecurriculurn (or ail studenti'
,
of higher, 4 1
hathernatics- that: the study of these conc%.,pt6
only ford th ~ line and for it-space is, in view of the develop~,-~
ment of ~ * thematics ir. the past hailf-century, an anachro-
nism. Part bone (written by Meksandrov) deals with topic~~j
relating g erall7 to caEd~tnal n ~rarnd continuity- Part~?
ep
9t
-4
0 two (Writt6n by Kolmogorov) is to
t the theory of int,
_Z;
li
i
li
i
f
cat
iinctionali
ts app
ty
ons to VSqh2h~i
P !~atto and
-~
H~ynamical systems, and the like. The 4klumc tinde
)U ,
review %;~Jshes powerful argurrients in favor of the autthorslj~,
thesiti. It iiiijuires very little in the way of previous training

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