It is shown that in the units of augmentation one of an integral group ring ZG of a finite group G, a noncyclic subgroup of order p, for some odd prime p, exists only if such a subgroup exists in G. The corresponding statement for p = 2 holds by the Brauer–Suzuki theorem, as recently observed by W. Kimmerle.

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Alveolar distraction osteogenesis: a systematic literature review Lili Yang, Eduardo Yugo Suzuki, Boonsiva Suzuki Lili Yang, Eduardo Yugo Suzuki, Boonsiva Suzuki 1 D.D.S, Student of Doctor of Philosophy Program in Dentistry, Department of Orthodontics and Pediatric Dentistry, Faculty of Dentistry, Chiang Mai University. 2 D.D.S, Ph.D, Department of Orthodontics and Pediatric Dentistry, Faculty ...

In this paper we investigate some properties of the power graph and commuting associated with a finite group, using their tree-numbers. Among other things, it is shown that simple group L2(7) can be characterized through tree-number its graph. Moreover, classification groups power-free decomposition presented. Finally, obtain an explicit formula concerning graphs Suzuki groups.

In the piece of this note, we mention various Suzuki-type fuzzy contractive inequalities in 1-Z-complete metric-like spaces for uniqueness and existence a fixed point prove few theorems, which are appropriate generalizations some latest famed results literature. Mainly, generalize Θ-contraction terms also ϓ-contractive mapping view Suzuki-type. For new group functions, acceptable conditions for...

Surface sialylation and glycosylation of tumor cells is known to affect various biological phenomena. In the present study, we analyzed the regulatory roles of cell surface sialylation in cell adhesion to galectin-1 in the human diffuse large B cell lymphoma (DLBCL) cell line, HBL-2, and Burkitt's lymphoma cell line, HBL-8. Vibrio cholerae neuraminidase treatment enhanced HBL-2 cell adhesion to...