Wave~~ctions which are sing& excited with respect to a given muIti~n~~~ation wa~fnnction in the sense of the pneralized Brillouin theorem are formed and the extended Cl problem is solved by variation or perturbation methods. After that the orbitais are properly contracted and the proess is repeated
Application of a theorem by bright to the generalized tracer system
β Scribed by Per-Erik E. Bergner
- Publisher
- Springer
- Year
- 1977
- Tongue
- English
- Weight
- 648 KB
- Volume
- 39
- Category
- Article
- ISSN
- 1522-9602
No coin nor oath required. For personal study only.
β¦ Synopsis
Bright (1973)
has proved a theorem for a specific class of compartment systems. The theorem is here generalized, and it suggests that, occasionally, the steady-state whole-body mass of certain substances can be estimated from measurements of the mass concentration (e.g. specific activity) in blood alone, i.e. without cumbersome recordings of whole-body retention curves.
π SIMILAR VOLUMES
A composition theorem proved recently by Joag-dev et al. (1995) is reformulated for quantile functions of distributions. The theorem is used to derive characterizations of the star order. As corollaries of the characterization theorem some inequalities for moments of order statistics from star order
The purpose of this paper is to provide an application of a non-compact version, due to Park, of Browder's fixed point theorem to generalized variational inequalities. In a non-compact setting, we establish a fairly general existence theorem on a generalized variational inequality using the result o
We introduce the following transform f(t) = j&J) K(w, t) P(o) dw with the Fourier-type inverse J'(o) = s p(t) K(w, t)fW dt. Unless otherwise indicated, the limits of integration are not finite and will be specified for the particular integral transform. The time-varying system function H(w, t) is d