نتایج جستجو برای: regular ag

تعداد نتایج: 164758  

Journal: :European Journal of Combinatorics 2002

Journal: :Discrete Mathematics 2002

Journal: :Canadian Mathematical Bulletin 1978

Journal: :Discussiones Mathematicae Graph Theory 2020

Journal: :Discrete Mathematics 1993

Journal: :Materials transactions 2021

AgCuS is believed to be an ideal material for diodes or transistors. Because of its relatively low lattice thermal conductivity and narrow band gap energy, also, a strong candidate light- heat-energy harvesting material. Since exhibits superionic like other I–VI group semiconductors, application secondary batteries nanogap switches has been investigated in recent years. In this study, we demons...

2016
Olesja M. Bondarenko Margit Heinlaan Mariliis Sihtmäe Angela Ivask Imbi Kurvet Elise Joonas Anita Jemec Marika Mannerström Tuula Heinonen Rohit Rekulapelly Shashi Singh Jing Zou Ilmari Pyykkö Damjana Drobne Anne Kahru

Within EU FP7 project NANOVALID, the (eco)toxicity of 7 well-characterized engineered nanomaterials (NMs) was evaluated by 15 bioassays in 4 laboratories. The highest tested nominal concentration of NMs was 100 mg/l. The panel of the bioassays yielded the following toxicity order: Ag > ZnO > CuO > TiO2 > MWCNTs > SiO2 > Au. Ag, ZnO and CuO proved very toxic in the majority of assays, assumingly...

Journal: :Angewandte Chemie 2001
Wojciech Grochala Roald Hoffmann

With the aim of gauging their potential as conducting or superconducting materials, we examine the crystal structures and magnetic properties of the roughly one hundred binary, ternary, and quaternary Ag(II) and Ag(III) fluorides in the solid state reported up to date. The Ag(II) cation appears in these species usually in a distorted octahedral environment, either in an [AgF](+) infinite chain ...

Journal: :journal of linear and topological algebra (jlta) 0
m azadi department of mathematics, islamic azad university, centeral tehran branch, tehran, iran. h amadi department of mathematics, islamic azad university, centeral tehran branch, tehran, iran.

in this paper we study the existence of commuting regular elements, verifying the notion left (right) commuting regular elements and its properties in the groupoid g(n) . also we show that g(n) contains commuting regular subsemigroup and give a necessary and sucient condition for the groupoid g(n) to be commuting regular.

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