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Hale, Thomas

Thomas D, Hales P. Overhydration during transurethral resection of the prostate using glycine as an irrigating solution. Anesth Intensive Care 1984 12 366-369. [Pg.288]

Romagnani S Human THl and TH2 subsets Doubt no more. Immunol Today 1991 12 256-257. Upham JW, Holt BJ, Baron-Hay MJ, Yabuhara A, Hales BJ, Thomas WR, Loh RKS, O Keeffe P, Palmer P, Le Souef P, Sly PD, Burton PR, Robinson BWS, Holt PG Inhalant allergen-specific T-cell reactivity is detectable in close to 100% of atopic and normal individuals Covert responses are unmasked by serum-free medium. Clin Exp Allergy 1995 25 634-642. [Pg.121]

Thomas Greenbowe, Iowa State University Greg Hale, University of Texas at Arlington C. Alton Hassell, Baylor University Narayan S. Hosmane, Northern Illinois University... [Pg.891]

Hale WE, May FE, Thomas RG, et al. 1988. Effect of zinc supplementation on the development of cardiovascular disease in the elderly. J Nutr Elder 8(2) 49-57. [Pg.189]

Finally, analysing the anatomy of accidents in the outdoors reveals that certain combinations of environmental factors can lead to dynamic circumstances (see Hale, 1983 Priest, 1996 Thomas and Raymond, 1996). Factors such as the weather, environmental vagaries and seasonal variations are significant considerations for those who work in the outdoor classroom because they create dynamic and sometimes unpredictable hazards for the unwary. Many incidents affecting pupils have occurred by or in the sea and open water environments are particularly susceptible in this respect and are, therefore, potentially very hazardous. It is the presence of... [Pg.122]

The Kepler conjecture received attention from outstanding mathematicians in the past, including Gauss and Hilbert, and was only relatively recently solved. Thomas Hales [119] used computer to exhaustively check various possible, very large but finite, numbers of different arrangements (it was shown by the Hungarian mathematician Fejes T6th in 1953 that the problem can be so reduced [120]). The proof of Hales took... [Pg.54]

What foam structure will minimize energy, which is just the total surface area of all of the films This is the Kelvin s problem. The solution of the problem in 2D was conjectured by him to be the honeybee s comb structure. This conjecture was proven recently by Thomas Hales for infinite structure or for finite structures with periodic boundary conditions. Besides this, only the N = 2 case (the double-bubble problem) has been solved in 2D and 3D. Cases for N larger or equal to 3 in 3D have been studied only partially. Concerning 3D infinite structures, Kelvin came up with the body-centered cubic structure, which he called tetrakaidecahedron. However, recently an alternative structure with a lower energy was computed by Weaire and Phalen. This has a more complicated structure with two different kinds of cells (see Figure 2.15). [Pg.72]

Thomas Edison, Chemist, 238-45 Campbell and Hatton, Herbert H. Dow, 135 Haynes, American Chemical Industry, 4 215-16. On similar research conducted by General Electric, see Kline, Steinmetz, 154-56. Hale described the phenol and aniline production in New Processes for Phenol and Aniline, Haynes, American Chemical Industry, 4 534-36 (Appendix 36). Dow to Crider, July... [Pg.647]

Fig. 4.3 The Caltech triumvirate —physicist Robert A. Millikan (center), astronomer George Ellery Hale (right), and chemist Arthur A. Noyes (left), affectionately known as tinker, thinker, and stinker. The 1929 portrait by Seymour Thomas is prominently displayed in the Caltech Athenaeum, and was photographed by Robert Paz (Courtesy of the Archives, California Institute of Technology)... Fig. 4.3 The Caltech triumvirate —physicist Robert A. Millikan (center), astronomer George Ellery Hale (right), and chemist Arthur A. Noyes (left), affectionately known as tinker, thinker, and stinker. The 1929 portrait by Seymour Thomas is prominently displayed in the Caltech Athenaeum, and was photographed by Robert Paz (Courtesy of the Archives, California Institute of Technology)...

See other pages where Hale, Thomas is mentioned: [Pg.570]    [Pg.108]    [Pg.4]    [Pg.59]    [Pg.222]    [Pg.323]    [Pg.181]    [Pg.98]    [Pg.414]    [Pg.108]    [Pg.618]    [Pg.353]    [Pg.358]    [Pg.88]    [Pg.281]    [Pg.339]    [Pg.155]   
See also in sourсe #XX -- [ Pg.222 ]




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