نتایج جستجو برای: l 02316and w 01176
تعداد نتایج: 779489 فیلتر نتایج به سال:
P. L. Hayes, A. M. Ortega, M. J. Cubison, K. D. Froyd, Y. Zhao, S. S. Cliff, W. W. Hu, D. W. Toohey, J. H. Flynn, B. L. Lefer, N. Grossberg, S. Alvarez, B. Rappenglück, J. W. Taylor, J. D. Allan, J. S. Holloway, J. B. Gilman, W. C. Kuster, J. A. de Gouw, P. Massoli, X. Zhang, J. Liu, R. J. Weber, A. L. Corrigan, L. M. Russell, G. Isaacman, D. R. Worton, N. M. Kreisberg, A. H. Goldstein, R. Thal...
P u r i f i e d D20 i c e w a s i r r a d i a t e d w i t h p u l s e s o f 0.53 MeV e l e c t r o n s a n d t h e s p e c t r a l d i s t r i b u t i o n s o f t h e l u m i n e s c e n c e i n t e n s i t y a n d h a l f l i f e w e r e r e c o r d e d b e t w e e n 200 a n d 800 nm. E m i s s i o n p e a k s w e r e o b s e r v e d a t 390 a n d 540 nm a n d i t w a s s h o w n t h a t n o n...
0.1 Challenge 1 If we consider that G(x, t) and W (x, t) are harmonic functions in time, then there exist functions g(x) and w(x) such that G(x, t) = g(x) cos(ωt) and W (x, t) = w(x) cos(ωt). Reeplacing these two expressions in the problem (1), we have that −ω2w(x) cos(ωt)− c2w′′(x) cos(ωt) = g(x) cos(ωt), which implies that −ω2w(x) − c2w′′(x) = g(x). On the other hand, the function W (x, t) sa...
Let V be a non-degenerate symplectic space of dimension 2n over the field F and for a natural number l < n denote by Cl(V ) the incidence geometry whose points are the totally isotropic l-dimensional subspaces of V . Two points U, W of Cl (V ) will be collinear when W ⊂ U⊥ and dim(U ∩ W ) = l − 1 and then the line on U and W will consist of all the l-dimensional subspaces of U + W which contain...
where the supremum is taken over all cubes Q ⊂ R containing the point x. In [5], L. Diening proved the following remarkable result: if p− > 1, p+ < ∞ and M is bounded on Lp(·), then M is bounded on L (·), where p′(x) = p(x) p(x)−1 . Despite its apparent simplicity, the proof in [5] is rather long and involved. In this paper we extend Diening’s theorem to weighted variable Lebesgue spaces L p(·)...
D i e p h o t o g r a p h i s c h e W i r k u n g d e r R ö n t g e n s t r a h l e n w u r d e a n z w e i h o c h e m p f i n d l i c h e n E m u l s i o n e n i m W e l l e n l ä n g e n b e r e i c h v o n 1 , 3 A E b i s 0 , 0 1 A E u n t e r s u c h t . D i e Z a h l d e r v o n e i n e m a b s o r b i e r t e n Q u a n t e n t w i c k e l b a r g e m a c h t e n B r o m s i l b e r k ö r...
A series of carbonyl metal complexes with anions of functional «-amino acids has been pre pared: [M(CO),(L-histidinate)]' (M = Cr, Mo, W), M(CO),(L-histidinate) (M = Mn, Re), [Re(CO)3(NO)(L-histidinate)] + PF6-, M(CO)2(//3-allyl)(L-histidinate) (M = Mo, W), Mo(CO)2(NO)(L-histidinate), [Mo(CO)(NO)(^3-methalIyl)(L-histidinate)]PF6, Mo(CO)2(/73-methallyl)(L-histidineOMe)Cl, [M(CO)3(cysteinate)]2~...
Total length (L(T)) and mass measurements of 28,596 specimens of European chub Leuciscus cephalus, collected from a variety of waterways across Italy, were used to compute standard mass (W(s)) equations by both empirical percentile (EmP) and regression line percentile (RLP) methods. The use of the EmP W(s) equation [log(10) W(s) = -4·79 + 2·68log(10) L(T) + 0·10(log(10) L(T))(2)] to compute rel...
M. F. Tweedle, L. J. Wilson, L. Garcia-Iniguez, G. T. Babcock and G. Palmer, J. Biol. Chem., 22, 8065 (1978). R. H. Petty, B. R. Welch, L. J. Wilson, L. A. Bottomley and K. M. Kadish, J. Am. Chem. Sot., 102, 611 (1980). C. A. Reed and J. T. Landrum, FEBS Lett., 106, 265 (1979). B. Chance and L. Powers, Biophys. J., 33, 95a (1981). S. E. Dessens, C. L. Merrill, R. J. Saxton, R. L. Ilaria, Jr., J...
For each S ∈ L(E) (with E a Banach space) the operator R(S) ∈ L(E/E) is defined by R(S)(x + E) = Sx + E (x ∈ E). We study mapping properties of the correspondence S → R(S), which provides a representation R of the weak Calkin algebra L(E)/W (E) (here W (E) denotes the weakly compact operators on E). Our results display strongly varying behaviour of R. For instance, there are no non–zero compact...
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