Titlebook: CMOS Biotechnology; Hakho Lee,Robert M. Westervelt,Donhee Ham Book 2007 Springer-Verlag US 2007 CMOS.Microarray.biotechnology.integrated c

老巫婆

Hakho Lee,Robert M. Westervelt,Donhee HamFeatures a unique hybrid approach (CMOS + Bio, CMOS + Microfluidics).Applies CMOS outside of its traditional application areas and into fields such as biology.Provides a useful reference for the circu

植物茂盛

Integrated Circuits and Systemshttp://image.papertrans.cn/c/image/220331.jpg

健谈的人

https://doi.org/10.1007/978-0-387-68913-5CMOS; Microarray; biotechnology; integrated circuit; microfluidics; nanofluidics; nanotechnology

疾驰

978-1-4419-4230-2Springer-Verlag US 2007

botany

污秽

The Flux of InteractionA graphical model of interactive systems called . is introduced, resting on the orthogonal treatment of . and .. The model will be shown to underlie several calculi for mobile systems, in particular the π-calculus and the ambient calculus. Its core behavioural theory will be outlined.

optic-nerve

Stellar Dynamical Simulations of Galaxies and of Galaxy Systems Using the Marseille Grape-3 SystemsI briefly present the Marseille five-board GRAPE-3AF system and the scientific work done with it. This includes work on clusters and groups of galaxies, as well as on interacting and isolated galaxies.

faultfinder

,The scaling of the α-relaxation in polymers and low-molecular glass-forming liquids — a comparison,By measuring the complex dielectric susceptibility over 15 decades, we compare the scaling behavior of the α-relaxation for low-molecular-weight glass-forming liquids and polymers. The characteristic differences found for these both classes of substances are discussed in terms of segmental dynamics.

TATE

入伍仪式

Where the Wild Things Are: Ramification Groups and the Nottingham Group,Group theorists have recently been interested in a pro-. group known as the Nottingham group. This group .is defined as the set of power series ., the group operation being substitution of one power series in another. Interest in this group reached a peak with the proof by Rachel Camina of the following:. . ([3]). . .