By Stephen Marvin
Dictionary of clinical Principles offers a distinct and undying choice of (almost) all recognized principles or legislation more often than not known as rules, pointed out through the historical past of medical improvement, their definition, and use. Exploring a huge variety of disciplines, the e-book first lists greater than 2,000 ideas prepared in a customary alphabetical order, then presents an inventory of topic headings for which comparable rules are pointed out. A staple addition to each library, the dictionary can also be of curiosity to scientists and normal readers.Content:
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Example text
J. Ecol. 31(1), 26-34. BOLTZMANN'S PRINCIPLE of t h e S m a t r i x . I n m a t h e m a t i c s , a m o n g h i s m a n y i m p o r t a n t c o n t r i b u t i o n s w e cite h i s work on nonlinear mechanics a n d t h e gene r a l t h e o r y of d y n a m i c a l s y s t e m s . * (2) A form of t h e f u n d a m e n t a l v a r i a t i o n a l p r i n ciple first d e r i v e d for t h e classical c a s e by Gibbs in h i s study on statistical m e c h a n i c s . O n e u s e s d e t e r m i n a n t s of s i n g l e particle wavefunctions r a t h e r t h a n products, thereby introducing t e r m s into t h e Hamilt o n i a n .
J. Chem. 74(6), 1187-1191. § Tanner, A. C. (1988), The bond directional principle for momentum space wave functions: Comments and cautions, Chem. Phys. 123(2), 241-247. BONE INDUCTION P R I N C I P L E (BIP) [mathematics, physics] See INDUCTION PRINCIPLE. BOREDOM PRINCIPLE [mathematics] Crick and Watson gave complementary advice to the aspiring scientist based on the insight t h a t to do your best work you need to make your greatest possible effort. ** BORONIC ACID AFFINITY PRINCIPLE See BORIC ACID AFFINITY PRINCIPLE.
The application of the boundary of a boundary principle in electrodymanics is straightforward. The electromagnetic field is assumed to be described by electromagnetic 2-form F = \FßVdxß A dxv (a scalar valued 2form on spacetime), the form being generated by 4-potential 1-form A =Aßdxß via F=:dA The boundary of a boundary principle in the 1-2-3 form provides then equations for F: dF = ddA = 0 See BOUNDARY PRINCIPLE. *Kheyfets, Arkady (1986) The boundary of a boundary principle: A unified approach.