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Degrees of irreducible characters of the suzuki 2-groups
Mathematical Notes, 1999The author calculates the degrees of the ordinary irreducible characters for the Suzuki \(2\)-groups \(A(m,\theta)\) defined by \textit{G. Higman} [Ill. J. Math. 7, 79-96 (1963; Zbl 0112.02107)]. Earlier this was done by \textit{A. Hanaki} [Osaka J. Math. 33, No.
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A Characterization of the smallest Suzuki 2-group
Acta Mathematica Sinica, English Series, 2008Let G be a finite nonabelian group which has no abelian maximal subgroups and satisfies that any two non-commutative elements generate a maximal subgroup. Then G is isomorphic to the smallest Suzuki 2-group of order 64.
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Investigation of the cryptosystem MST3 based on a Suzuki 2-group
Discrete Mathematics and Applications, 2015Abstract We investigate a previously proposed attack against the public key cryptosystem ...
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Unveiling the full reaction path of the Suzuki–Miyaura cross-coupling in a single-molecule junction
Nature Nanotechnology, 2021Chen Yang, Lei Zhang, Chenxi Lu
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Real-time fluorescence imaging of a heterogeneously catalysed Suzuki–Miyaura reaction
Nature Catalysis, 2020Paolo Costa, Juan C Scaiano
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Selection of boron reagents for Suzuki–Miyaura coupling
Chemical Society Reviews, 2014Alastair J J Lennox, Guy C Lloyd-Jones
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A heterogeneous single-atom palladium catalyst surpassing homogeneous systems for Suzuki coupling
Nature Nanotechnology, 2018Zupeng Chen +2 more
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