Robert Brian Charterobit
نویسندگان
چکیده
منابع مشابه
Brian N. Limketkai and Robert W. Brodersen
A method for calculating phase noise based on a particle diffusion model in the phase plane is introduced. This approach allows for the derivation of closed-form solutions, which can be used to see the explicit dependencies of phase noise on circuit component values. The theory is applied to the Van der Pol and Colpitts oscillators, and comparisons to simulations show close matching. Introducti...
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Those of us that had been hammering away in the field for 40 years or more cannot deny the excitement in learning that Brian Kobilka, a former postdoctoral fellow of Robert Lefkowitz, in collaboration with Roger Sunahara, had determined the structure of the agonist-bound β2-adrenergic receptor-Gs protein complex (1). To borrow a phrase from Henry Bourne, this is “the Big Enchilada” for the G pr...
متن کاملStar Formation and Chemical Evolution in Damped Lyα Clouds Robert A. Malaney and Brian Chaboyer
Using the redshift evolution of the neutral hydrogen density, as inferred from observations of damped Lyα clouds, we calculate the evolution of star formation rates and elemental abundances in the universe. For most observables our calculations are in rough agreement with previous results based on the instantaneous re-cycling approximation (IRA). However, for the key metallicity tracer Zn, we f...
متن کاملRhodes , Christophe , Strandh , Robert and Mastenbrook , Brian Syntax Analysis in the Climacs Text
The Climacs text editor is a CLIM implementation of a text editor in the Emacs tradition. Climacs was designed to allow for incremental parsing of the buffer contents, so that a sophisticated analysis of the contents can be performed without impacting performance. We describe two different syntax modules: a module for a sequentially-defined syntax of a typical programming language, doing the bu...
متن کاملPolarizations Brian
If A is an abelian variety over a field, then to give a projective embedding of A is more or less to give an ample line bundle on A. Over C, such data can be expressed in terms of a positive-definite Riemann form on the homology lattice. Hence, we consider ample line bundles on general abelian varieties to be a “positivity” structure. In a sense that will be explained, just as we view abelian v...
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ژورنال
عنوان ژورنال: British Dental Journal
سال: 2004
ISSN: 0007-0610,1476-5373
DOI: 10.1038/sj.bdj.4811011