Target-oriented design and controlled synthesis of noble-metal nanoparticles (NPs) have aroused extensive attention because of important applications in diverse fields, such as nanocatalysis [1, 2, 3], chemical sensing [4, 5], and drug delivery [6, 7].
Since a decade ago, intensive researches have been focused on fabricating one-dimensional (1D) zinc oxide (ZnO) semiconducting nanostructures because it can provide a variety of important applications due to their unique morphologies, compositions, and chemical/physical properties [21,22].
Because of the important applications of platinum alloys and related platinum-group-metals phases, complete phase diagrams for these systems are important for materials engineering.
Among the available nanotech products, nanoengineered biomedical devices are probably one of the most intriguing ones because of their important applications in many research fields, ranging from drug delivery to medical imaging, tissue engineering, and orthopedic implant design[1].
The boundedness of commutators is an active topic in harmonic analysis because of its important applications; for example, it can be applied to characterizing some function spaces.
Microwave scattering by obstacles made of ferrite materials has been studied for a long time because of its important applications in radar, satellite, optical imaging system, signal processing, atmospheric science, and even cloaking device design.
Zero problems of accretive operators recently have been extensively studied (see [6 21] and the references therein) because of their important applications in real world.
Because of its important applications in the Chinese traditional medicines, it is very urgent to find new ways to meet the demand for O. sinensis.
Membranes and membrane reactors for pure hydrogen production are widely investigated not only because of the important application areas of hydrogen, but especially because mechanically and chemically stable membranes with high perm-selectivity towards hydrogen are available and are continuously further improved in terms of stability and hydrogen flux.
Interest in this subject has been increasing permanently because of the appearance of new important applications, and nowadays the inverse problem theory is developed intensively all over the world.
Interest in this subject has been increasing permanently because of the appearance of new important applications, and nowadays the inverse problem theory is being developed intensively all over the world.
