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Le Faou JH Suomijärvi T Blumenfeld Y Piattelli P Agodi C Alamanos N Alba R Auger F Bellia G Chomaz P Coniglione R Del Zoppo A Finocchiaro P Frascaria N Gaardhoje JJ Garron JP Gillibert A Lamehi-Rachti M Liguori-Neto R Maiolino C Migneco E Russo G Roynette JC Santonocito D Sapienza P Scarpaci JA Smerzi A 《Physical review letters》1994,72(21):3321-3324
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Akiba Y Beavis D Beery P Britt HC Budick B Chasman C Chen Z Chi CY Chu YY Cianciolo V Cole BA Costales JB Crawford HJ Cumming JB Debbe R Engelage J Fung SY Gonin M Gushue S Hamagaki H Hansen O Hayano RS Hayashi S Homma S Kaneko H Kang J Kaufman S Kehoe WL Kurita K Ledoux RJ Levine MJ Miake Y Morrison DP Morse RJ Moskowitz B Nagamiya S Namboodiri MN Nayak TK Olness J Parsons CG Remsberg LP Roehrich D Rothschild P Sakurai H Sangster TC Seto R Soltz R Stankus P Steadman SG Stephans GS Sung T 《Physical review letters》1996,76(12):2021-2024
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Leslie M. Werbel Ann Curry Edward F. Elslager Carolyn Hess 《Journal of heterocyclic chemistry》1973,10(3):363-382
A group of fifty-five 2-[(4-11[(dialkylamino)alkyI]amino11-6-methyl-2-pyrimidinyl)amino]-benzimidazoles (VII) was synthesized in 3-88% yield by the condensation of the requisite 2-[(2-benzimidazolyl)amino]-4-chloro-6-methylpyrimidine (VI) with the appropriate polyamine in ethanol-hydrochloric acid or neat with excess amine containing potassium iodide. The 2-[(2-benzimidazolyl)amino]-6-methyl-4-pyrirnidinol precursors (V), obtained in 11-51% yield by cyclization of 2-(cyanoamino)-4-hydroxy-6-methylpyrimidine with a suitably substituted o-phenylenediamine, were chlorinated with phosphorus oxychloride to give the intermediate 2-[(2-benzimidazolyl)amino]-4-chloro-6-rnethylpyrimidines (VI) (27-99%). Oxidation of 5,6-dichloro-2-[(4-11[4-(diethylamino)-l-methylbutyl] amino 11-6-methyl-2-pyrimidinyl) amino ]benzimidazole ( 29 ) with m-chloroperbenzoic acid gave the distal N4'-oxide ( 31 ) (19%). Fusion of 2,3-uiaminopyridine with 2-(cyanoamino)-4-hydroxy-6-methylpyrimidine provided 2-[(4-hydroxy-6-tnethyl-2-pyrimidinyl)amino]-lH-imitlazo[4,5-b]pyrimidine (VIII) (30%), which upon chlori-nation with phosphorus oxychloride (63%) followed by amination with i N, N-diethylethylene-diamine afforded 2-(4-11[2-(diethylamino)ethyl] amino 11-6-methyl-2-pyrimidinyl)-lH-imidazo [4,5-b]pyridine (X) (8%). Thirty-eight of the novel 2-[(4-amino-6-methyl-2-pyrimidinyl)amino]-benzimidazoles possessed “curative” activity against Plasmodium berghei at single subcutaneous doses ranging from 20.640 mg./kg. Orally, thirty-one compounds exhibited suppressive activity against P. berghei comparable with or superior to the reference drugs 1-(p-chlorophenyl)-3-(4-11[2-(diethylarnino)ethyl]amino 11-6-methyl-2-pyrimidinyl)guanidine (I) and quinine hydrochloride, while twelve of them were 5 to 28 times as potent as I and quinine hydrochloride. Eight compounds also displayed strong suppressive activity against P. gallinaceum in chicks. 5,6-Dichloro-2-[(4-112-(diethylamino)ethyl]amino11-6-methyl-2-pyrimidinyl] benzimidazole (18) showed marked activity against a cycloguanil-resistant line of P. berghei, and the most promising member of the series, namely 5,6-dichloro-2-[(4-11[4-(diethylamino)-l-methylbutyl]amino11-6-methyl-2-pyrimidinyl)amino]benzimidazole ( 29 ) (Q = 28), was designated for preclinical toxico-logical studies and clinical trial. Structure-activity relationships are discussed. 相似文献
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A simple Cu-DNAzyme system is used for signal transduction of a CuO nanoparticle-labeled immunoassay, which makes the immunoassay fast, simple, cost-effective, and sensitive, thus promising for biomedical applications and point-of-care testing. 相似文献
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Let P be a polynomial with a connected Julia set J. We use continuum theory to show that it admits a finest monotone map φ onto a locally connected continuumJP∼, i.e. a monotone map φ:J→JP∼ such that for any other monotone map ψ:J→J′ there exists a monotone map h with ψ=h°φ. Then we extend φ onto the complex plane C (keeping the same notation) and show that φ monotonically semiconjugates PC| to a topological polynomialg:C→C. If P does not have Siegel or Cremer periodic points this gives an alternative proof of Kiwi's fundamental results on locally connected models of dynamics on the Julia sets, but the results hold for all polynomials with connected Julia sets. We also give a characterization and a useful sufficient condition for the map φ not to collapse all of J into a point. 相似文献