Results 251 to 260 of about 3,964,387 (270)
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C–H Functionalization

2015
Masayuki Inoue of the University of Tokyo oxidized (Tetrahedron Lett. 2011, 52, 4654) the alkyl benzene 1 to the nitrate 2, which could be carried on to the amide 5, the nitrile 6, the alcohol 7, or the azide 8. X. Peter Zhang of the University of South Florida developed (Chem. Sci. 2012, 2, 2361) a Co catalyst for the cyclization of 7 to 8.
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Nickel-Catalyzed Aromatic C–H Functionalization

Topics in Current Chemistry, 2016
Catalytic C-H functionalization using transition metals has received significant interest from organic chemists because it provides a new strategy to construct carbon-carbon bonds and carbon-heteroatom bonds in highly functionalized, complex molecules without pre-functionalization.
Junichiro, Yamaguchi   +2 more
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Metal-Catalyzed Decarboxylative C–H Functionalization

Chemical Reviews, 2017
C-H bond activation and decarboxylation are two significant processes in organic synthesis. The combination of these processes provides a novel synthetic strategy, that is, decarboxylative C-H bond functionalization. Considerable attention has been focused on such an active research field.
Ye Wei, Peng Hu, Min Zhang, Weiping Su
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The H∞-Functional Calculus

2018
The H∞-functional calculus is an extension of the Riesz-Dunford functional calculus for bounded operators to unbounded sectorial operators, and it was introduced by A. McIntosh in [165]; see also [5]. This calculus is connected with pseudodifferential operators, with Kato’s square root problem, and with the study of evolution equations and, in ...
Colombo F, Gantner J, Kimsey DP
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C–H Functionalization on Carbohydrates

European Journal of Organic Chemistry, 2016
Functionalization of C–H bonds has received significant attention in organic chemistry during the last decade and it is still a “hot” topic. In particular, C–H modification of natural products has benefitted from this development. Carbohydrates are densely functionalized natural products, and methods for their functionalization are therefore very ...
Tobias Gylling Frihed   +2 more
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The H-Function

2010
A.M. Mathai   +2 more
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Boundary Behavior of H∞-Functions

2008
The objective of this preliminary section is Theorem 11.1.2, a one-variable Fatou-type theorem for nonholomorphic functions that will be needed in the proof of Theorem 11.2.4.
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