SCIENTIFIC ABSTRACT DYATLOVITSKAYA, F.G. - DYSKIN, YE.A.

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CIA-RDP86-00513R002200720011-6
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RIF
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S
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100
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November 2, 2016
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July 20, 2001
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11
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December 31, 1967
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SCIENTIFIC ABSTRACT
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2/2 023 UqCLASSIFIED PROCESSINS DATF--IISPP70 CIRC ACCESSION .40--AP0100244 I ) I N WATEP ~ABSTRACTIfEXTRACT--(U) GP-0 ABSTRACT. HEXAMETHYLENEDIVIIN' FROM NATURAL SOURCFS WAS OET0. BY MEANS OF THE FOLLOWING PQ0CF-9uQF: EVAP. 0.51*14ATER SAMPLE I'N CAVUUM AT 30-40DEGPEES TO 0.5 ML. 1 G RESIDUE TO THIN LAYER OF ANHY0. AL SUB2 0 SUB3 (1-1.5 '4M LAYEQ n1-1 IiS, PLATE 8 TIMES 12 CM). DRY 30 MIN IN AIR AND DEVELOP W[T" N-BUOH-ACJIfi-H SUB2 0 MIX-1. USE NINHYDRIN AGENT WITH CUSO SUB4+ 400N. FOR THE DETECTION AND INCUBATE FOR 1~ MIN AT 110OEGREES. ELUTE W!TH. .IE9,4 ANo MEASUR.E THE. ABSORBANCE AT 984 4MU. READ I CONCNI. FROM A CAL13RATION' CURVE. SENSITIVITY IS SIMULAR-TO 0.02 MG I-I.t REL4TIV9_ ERROR SIMILAR TO 2.8-8.2PERCENT. THIF SAME PROCEDURE WAS USED FOR THE DET.N. OF I TN COMCD. INDUSTRIAL WASTE WATERS FRn,4 SYNTHETIC FIBER PPODUCTION9 BUT THE WATER SAMPLE (0.05-1 ML) WAS APPLTED DIRECTLY TO AL SU32 0 SUB3 PLATES. SENSITIVITY IS 0.02 MG I, REPRODUCIBILITY 2.6-8.2PERCFNT, THE DETN. TAKES 1-5-2HR. SAMPLES CONSISTING.OF INDUSTRIAL WASTE WATER IN MIXT. WITH THE SEWAGE WATER FROM HOUSEHOLDS CONTAIN I AND AMINO ACIDS (RFFOPE BIOL. TREATMENT). A MODIFIED PAPER CHROMATOG.PlAPHIC P;~,OCEDUc 0, 0 < z < I can be calculated using the approximate formula F,(x; c; z)=A.exp (X-'~)zI (a - 1) >" 20 x Ofv T I3~1 0-5)f where the + sign relates to the case x - x > 0, while the - sign relates to the case x - x q 0. The table of values of A is presented with 4-5 significant digits, as well as values of x, a with 4 decimal points for z = O.OS (O.OS) 1; c/z = 0(0.2) 2.8. The relative error resulting from the use of the approximate formulas is not over 0.6%. 2/2 Acc. Nr: Abstracting Service: Ref. Code: P%.-& -473 CHEMICAL ABST. Aj a 0 00 0 u044 70980e Investigation of germaniwn surface properties under successive adsorption of gold and silver. Matsa. Pi; Dvner, L. .. ?nmachenko, V. E.,- Snitl,-o 0 ~,. ( ~Stp`smil - urface Sa. 1970 "(1), 109--177ng -Ifohd., Kiev, USSR . S j 19 17-lelde and surface recombination'velocity have been studied on real Ge surfaces under adsorption of Au and Ag from aq. solns. Adsorption of Au changes the properties of the Ge surface radically. The effect of Ag deposition was insignificant. The most essential result of the work is that subsequent adsorption of Ag on a Au-covtred Ge surface leadsto the neutralization of the peculiar properties caused by Au itself. The absence of mutual influence of Ag s.nd Au on the magnitudes of adsorption was es- tablished by the radioactive method. RCBDj REEL/FRAME VY271096 USSR KIMEVFEL'D, B. N. "Construction of Nonbinaxy Arithmetic Codes Correcting Individual Errors" Probl. Perecachi Inform. [Problems of Information Transmis-sion], 1973, Vol ! 9, No 1, pp 22-25 (TransHated from Reforativnyy Zhurnal Kibernetika, No 6, 1973, Abstract No 6V472, by the authors). Translation: The problcm of finding the basic characteristic of an AN code correcting individual errors is solved. The characteristic is the value of Mr(A, 3), defined as the least positive integer, the weight of the product of which by A in the system of notation urith the base r is less than 3. The method suggested can be used for any r. Formulas are presented for calcula- tion of M (A, 3), when r = 5~ 7, 11 and 8. 1/1 USSR .2~ and AC-ARONOV, D.A. "Method of Expanding Polynomials in a Finite Field" UDC 512.3 Proble,my Peredachi Informatsii (Problems of Transmitting Information), 1970, Vol 6, No 3, pp 82-86 (from PZh-Matematika, No 1, Jan 71, Abstract No lA272) Translation: This article investigates questions involved in the reducibility of polyaomials in the field GF(2). Author's abstract. 82 - USSR UDC 51:621.391 DYN-KIN, V. N. 'IMajority Decoding of a Class of Cyclical Codes" Sovren, , Probl. Kibernet. , [Modern Problenis of Cybernetics-Col lection of 1"'orks] , Moscow, Nauka Press, 1970, pyp 219-227, (Translated from Referatilmy), 27hurnal Kibernetika, No 5, 1971, Abstract No. 5V495 by the author). Translation: Binary cyclical codes are analyzed, the test polynomials of t,.-hich have the for!-,i h(.Y) = p(x) (x2 + x + 1), ~.:Ijerc p(N) is a Prillitivo pol%,jjj)j--. of an odd power other than 1. Jt is demonstrated that these codes allow, or- thogonali2ation in two st,Ips. USSR DYNKIN, Ye. B. "Regular Markov Processes" Uspekhi mat. nauk [Successes in Mathematical Science], 1972, 28, No 2, pp35-64 (Translated from Referativnyy Zhurnal - Kibernetika, No 8, 1973, Abstract No 8 V42 by M. Shur) Translation: This work reanalyzes the traditional presentation of the theory of markov processes, in particular: a) processes having not only random moment of death, but also random moment of birth are studied, b) the role of topology is reduced to a minimum, c) the primary object of study consists of heterogeneous markov processes. Regular markov pro- cesses are introduced and studied, and all called upon to play a role similar to the previous role of standard processes. Let us discuss this in more detail. Suppose each corresponds to a measurable space (Xt~,T(Xt)) and suppose (~!,.A) is a space of elemen- tary events. if with any t 6T the measurable inapping xt(w):~I--~-Xtl is assigned, 1/5 USSR DYNKIN, Ye., B., Uspekhi mat. nauk, 1972, 28, No 2, pp 3S-64 it is said that random process xt(w) is fixed. Suppose for w 6Q we define the interval of arbitrary typeA(w)cT and suppose Et=Xt\fat,btl, where at and bt are two different points from Xt (sets '.at} and fbt) are assumed measurable in Xt). If the random process x t(W) is such that xt(w)=at where t