نتایج جستجو برای: b u t

تعداد نتایج: 1564797  

2009
John Maddox Martin Kessler

"̂T^ H A T P O T E N T I A L F O R T E 1 E E N R I C H M E N T O F I s c i e n c e is w h a t B a r r o w h a s se t o u t t o e x p l o r e _JL i n Impossibility. A p r o f e s s o r o f a s t r o n o m y a t t h e U n i v e r s i t y o f S u s s e x i n E n g l a n d , B a r r o w w r i t e s w i t h g r e a t s c h o l a r s h i p , e l e g a n c e a n d w i t . H e classif ies t h e l i m i ...

2011
Mai John Eggert

1 . D e r H e r s c h e l E f f e k t a m l a t e n t e n B i l d v o n T e i l c h e n s p u r e n i n v e r s c h i e d e n e n K e r n s p u r e n E m u l s i c n e n i s t a d d i t i v . I n Ü b e r e i n s t i m m u n g m i t d e n B e o b a c h t u n g e n b e i L i c h t q u a n t e n k l i n g t e r z e i t l i c h a b ; e r i s t r e l a t i v s c h w ä c h e r i n S p u r e n s c h w...

2001
Edmund H. Durfee

m e a n i n g t h a t e a c h d i s t r i b u t e d s u b p r o b l e m i s s o l v a b l e i n d e p e n d e n t l y a n d t h e s o l u t i o n o f o n e d o e s n o t a f f e c t t h e s o l u t i o n o f o t h e r s . W e w i l l c o n s i d e r t h e e f f e c t s o f r e l a x i n g t h i s a s s u m p t i o n i n S e c t i o n 3 . 3 . 4 . 2 . T h e s o l u t i o n f o u n d h i e r a r c...

2014
Junlei Zhu

and Applied Analysis 3 For any Banach space B, the space Lp(0, T;B) consists of all strongly measurable functions u : [0, T] → B equipped with the norm ‖u‖ L p (0,T;B) := (∫ T 0 ‖u (t)‖PBdt) 1/p < ∞ (12) for 1 ≤ p < ∞, and ‖u‖ L ∞ (0,T;B) = ess sup t∈[0,T] ‖u(t)‖B < ∞. (13) And the space C([0, T];B) denotes the set of continuous functions u : [0, T] → B with ‖u‖ C([0,T];B) = max t∈[0,T] ‖u(t)‖B...

2008
Adalbert Kirchgäßner

s c h r i f t e n i n e i n e r D a t e n b a n k e r f a ß t u n d s o w e i t m ö g l i c h a u t o m a t i s c h e r s c h l o s s e n . G e k a u f t e e l e k t r o n i s c h e Z e i t s c h r i f t e n s i n d n u r i n s o w e i t e n t h a l t e n , a l s s i e m i t d e n P a p i e r a u s g a b e n b e r e i t s e i n g e k a u f t s i n d . F ü r d i e E r s c h l i e ß u n g e i n g...

Journal: :iranian journal of cancer prevention 0
j hosseini a razi b javanmard b lotfi mm mazloomfard

tumors of t h e male u ret h ra are r a re, co m prising <1% of urolo g ic malignancies. this is a re po rt of a 44-ye a r-old man pre s ented with a 4 -month history of gross initi a l h e maturia and d y s u ri a . af t e r exami n ing the pa t ien t , we found a firm mass ex t ending 1 c m within the p roxim a l bulb a r uret h ra and a pathologic report of moderately differen t iated sq u a...

Journal: :Dynamics of Partial Differential Equations 2021

Let $(u, \pi)$ with $u=(u_1,u_2,u_3)$ be a suitable weak solution of the three dimensional Navier-Stokes equations in $\mathbb{R}^3\times [0, T]$. Denote by $\dot{\mathcal{B}}^{-1}_{\infty,\infty}$ closure $C_0^\infty$ $\dot{B}^{-1}_{\infty,\infty}$. We prove that if $u\in L^\infty(0, T; \dot{B}^{-1}_{\infty,\infty})$, $u(x, T)\in \dot{\mathcal{B}}^{-1}_{\infty,\infty})$, and $u_3\in L^{3, \inf...

2001
ULRICH NIERSTE

Next-to-leading order QCD corrections to the width difference ∆Γ in the B s-meson system are presented. I further discuss how ∆Γ can be used to detect new physics. b s s b u,c,t u,c,t W W b s s b W W u c t u c t Figure 1: Lowest order contribution to B s −B s mixing in the Standard Model.

2002

j k a l m ` n c n o b p q o ` a r s t c u v w b m a l x ` y w b a l o ` m x n u o ` a w d l c ` a m d v c x o n b w Y u o x z { l o n b w Y u o x m ` a w | k s a l o q m k k m k v n b w Y c Y m u m a t w y c a t n o w y ` a w d l c ` a m d n b w d o ` ` q l o b o a b c k ` m a m w k ` c b o n c b a m c u u t d w k a b w u u o s Y t a q w n u c t o b ` z X ` m x n u o ` a w d l c ` a m d v c x o...

2004

= −divax, t∇u + b⃗x, t ⋅ ∇u + cx, tux, t with aij, bj, c ∈ LUT and for a0 > 0, z⃗ ⋅ aijx, t z⃗ ≥ a0 | z⃗| ∀z⃗ ∀x, t ∈ UT. Then L is said to be uniformly elliptic on UT. We recall that the assumptions on the coefficients aij, bj, c, imply the existence of positive constants, a1,a0 and μ0 such that for all u,v ∈ H1U, and μ > μ0, |Bu,v, t| ≤ a1‖u‖1‖v‖1 a.e. t ∈ 0,T Bu,u, t +...

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