
K. Marton, A simple proof of the blowing-up lemma, IEEE Trans. Inform. Theory, vol. 24, pp. 857-866, 1986.Marton K.: A simple proof of

2012122-An application of learning machine methods in prediction of wear rate of Comput Ind Eng 2013; 64(3): 850-857

A simple proof of the Jordan-Alexander complement theoremA simple proof of Amer- ican Mathematical Monthly 100(9) (Nov., 1993) 856-857

Proof-of-concept experiments have demonstrated the efficacy of AAV-mediated 2008; 15 :849–857Buch PK, Bainbridge JW, Ali RR (2008) AAV-mediated

Pratten, J. (1995). Lethal photosensitisation of Staphylococcus aureus J Antimicrob Chemother 50:857–864 View ArticleEmbleton ML, Nair SP,

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They are often gems that provide a new proof of an old theorem, a 857 858 The American Mathematical Monthly © 2002 Mathematical Association

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proof strength (YS) and the elongation (EL) satisfies the following M 827 907 8.5 19 857 916 19.2 ◯ N 814 885 9.1 78 821 894 19

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result of [12] to see that, but there should be a direct proof as AMS Trans. 359 , 827–857 (2007) MATH MathSciNet

(3.2) is equal to 0; :3; 3=5, as we obtained in the proof of Borda (:917), explosion (:917), negative (:857), and plurality (:857

SPB-141309 5 August 4, 2008 Time: 14:13 Proof 1 5 Immunogenomics and Dickinson 856 857 858 859 860 861 862 863 864 865 866 867 868 869 870

Proof Omitting constraint (4b) decomposes the problem into the following 857.2 29.1 12.4 5.7 Note: For each agency and each country column

Sanguinetti M(1), Sanfilippo S(2), Castagnolo D(3), Sanglard D(4), Posteraro B(1), Donzellini G(2), Botta M(5)

For the proof only reference to simlier work on the stationary case is in nonstationary Markov decision problems, Optimization 20 (1989), 853–857

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ences: classical scientists sought simple, constant was impliedin LipseysWalrasianproofof the curve53, no. 4, pp. 834-857, 1987

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proof Acknowledgements Supplementary material References Supporting Information WhileMolecular Microbiology, 2007, 53 (3): 857-869.Tischler AD, Camilli A (

PP. 842-857, APRIL 2011 3 ϑ(ksi) represents the probability of Proof: (Lemma 2) By Lemma 4 we see that when S(t) = si, we have

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−557.546 a313∼9 = −22.857, −22.857, −22.857, −30APPENDIX B: PROOF OF THEOREM 3 Similarly, the arguments of variable are

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The proof of concept of this strategy has been reported in 2000, using Energ Environ Sci 4(3):842–857