نتایج جستجو برای: lambda mu sigma method percentile curves

تعداد نتایج: 1772159  

Journal: :Physical review. E, Statistical, nonlinear, and soft matter physics 2002
O M Braun R Ferrando

We analyze a probability of atomic jumps for more than one lattice spacing in activated surface diffusion. First, we studied a role of coupling between the x and y degrees of freedom for the diffusion in a two-dimensional substrate potential. Simulation results show that in the underdamped limit the average jump length scales with the damping coefficient eta as proportional, v...

Journal: :British journal of sports medicine 2017
Grant R Tomkinson Justin J Lang Mark S Tremblay Michael Dale Allana G LeBlanc Kevin Belanger Francisco B Ortega Luc Léger

OBJECTIVE To develop sex-specific and age-specific international norms for the 20 m shuttle run test (20mSRT) in children and youth (aged 9-17 years), and to estimate the prevalence meeting the FITNESSGRAM criterion-referenced standards for healthy cardiorespiratory endurance (CRE). METHODS A systematic review was undertaken to identify papers explicitly reporting descriptive 20mSRT (with 1 m...

Journal: :The Journal of Experimental Medicine 1991
B J Cherayil S Pillai

The membrane immunoglobulin heavy chain (micron) plays a feedback role during the pre-B stage of B lymphocyte differentiation. In pre-B cell lines, micron associates with two surrogate light chain proteins. The omega chain is disulfide linked to mu and was predicted to be the product of the lambda 5 gene. The iota chain is noncovalently associated with micron. We demonstrate that the omega prot...

Journal: :Physical review letters 2006
D Acosta J Adelman T Affolder T Akimoto M G Albrow D Ambrose S Amerio D Amidei A Anastassov K Anikeev A Annovi J Antos M Aoki G Apollinari T Arisawa J-F Arguin A Artikov W Ashmanskas A Attal F Azfar P Azzi-Bacchetta N Bacchetta H Bachocou W Badgett A Barbaro-Galtieri G J Barker V E Barnes B A Barnett S Baroiant G Bauer F Bedeschi S Behari S Belforte G Bellettini J Bellinger A Belloni E Ben-Haim D Benjamin A Beretvas T Berry A Bhatti M Binkley D Bisello M Bishai R E Blair C Blocker K Bloom B Blumenfeld A Bocci A Bodek G Bolla A Bolshov D Bortoletto J Boudreau S Bourov B Brau C Bromberg E Brubaker J Budagov H S Budd K Burkett G Busetto P Bussey K L Byrum S Cabrera M Campanelli M Campbell F Canelli A Canepa M Casarsa D Carlsmith R Carosi S Carron M Cavalli-Sforza A Castro P Catastini D Cauz A Cerri L Cerrito J Chapman Y C Chen M Chertok G Chiarelli G Chlachidze F Chlebana I Cho K Cho D Chokheli J P Chou S Chuang K Chung W-H Chung Y S Chung M Cijliak C I Ciobanu M A Ciocci A G Clark D Clark M Coca A Connolly M Convery J Conway B Cooper K Copic M Cordelli G Cortiana J Cranshaw J Cuevas A Cruz R Culbertson C Currat D Cyr D Dagenhart S Da Ronco S D'Auria P de Barbaro S De Cecco A Deisher G De Lentdecker M Dell'Orso S Demers L Demortier M Deninno D Depedis P F Derwent C Dionisi J R Dittmann P DiTuro C Dörr A Dominguez S Donati M Donega J Donini M D'Onofrio T Dorigo K Ebina J Efron J Ehlers R Erbacher M Erdmann D Errede S Errede R Eusebi H-C Fang S Farrington I Fedorko W T Fedorko R G Feild M Feindt J P Fernandez R D Field G Flanagan L R Flores-Castillo A Foland S Forrester G W Foster M Franklin J C Freeman Y Fujii I Furic A Gajjar M Gallinaro J Galyardt M Garcia-Sciveres A F Garfinkel C Gay H Gerberich D W Gerdes E Gerchtein S Giagu P Giannetti A Gibson K Gibson C Ginsburg K Giolo M Giordani M Giunta G Giurgiu V Glagolev D Glenzinski M Gold N Goldschmidt D Goldstein J Goldstein G Gomez G Gomez-Ceballos M Goncharov O González I Gorelov A T Goshaw Y Gotra K Goulianos A Gresele M Griffiths C Grosso-Pilcher U Grundler J Guimaraes da Costa C Haber K Hahn S R Hahn E Halkiadakis A Hamilton B-Y Han R Handler F Happacher K Hara M Hare R F Harr R M Harris F Hartmann K Hatakeyama J Hauser C Hays H Hayward B Heinemann J Heinrich M Hennecke M Herndon C Hill D Hirschbuehl A Hocker K D Hoffman A Holloway S Hou M A Houlden B T Huffman Y Huang R E Hughes J Huston K Ikado J Incandela G Introzzi M Iori Y Ishizawa C Issever A Ivanov Y Iwata B Iyutin E James D Jang B Jayatilaka D Jeans H Jensen E J Jeon M Jones K K Joo S Y Jun T Junk T Kamon J Kang M Karagoz Unel P E Karchin Y Kato Y Kemp R Kephart U Kerzel V Khotilovich B Kilminster D H Kim H S Kim J E Kim M J Kim M S Kim S B Kim S H Kim Y K Kim M Kirby L Kirsch S Klimenko M Klute B Knuteson B R Ko H Kobayashi D J Kong K Kondo J Konigsberg K Kordas A Korn A Korytov A V Kotwal A Kovalev J Kraus I Kravchenko A Kreymer J Kroll M Kruse V Krutelyov S E Kuhlmann S Kwang A T Laasanen S Lai S Lami S Lammel M Lancaster R Lander K Lannon A Lath G Latino I Lazzizzera C Lecci T LeCompte J Lee S W Lee R Lefèvre N Leonardo S Leone S Levy J D Lewis K Li C Lin C S Lin M Lindgren E Lipeles T M Liss A Lister D O Litvintsev T Liu Y Liu N S Lockyer A Loginov M Loreti P Loverre R-S Lu D Lucchesi P Lujan P Lukens G Lungu L Lyons J Lys R Lysak E Lytken D MacQueen R Madrak K Maeshima P Maksimovic G Manca F Margaroli R Marginean C Marino A Martin M Martin V Martin M Martínez T Maruyama H Matsunaga M Mattson P Mazzanti K S McFarland D McGivern P M McIntyre P McNamara R McNulty A Mehta S Menzemer A Menzione P Merkel C Mesropian A Messina T Miao N Miladinovic J Miles L Miller R Miller J S Miller C Mills R Miquel S Miscetti G Mitselmakher A Miyamoto N Moggi B Mohr R Moore M Morello P A Movilla Fernandez J Muelmenstaedt A Mukherjee M Mulhearn T Muller R Mumford A Munar P Murat J Nachtman S Nahn I Nakano A Napier R Napora D Naumov V Necula J Nielsen T Nelson C Neu M S Neubauer T Nigmanov L Nodulman O Norniella T Ogawa S H Oh Y D Oh T Ohsugi T Okusawa R Oldeman R Orava W Orejudos K Osterberg C Pagliarone E Palencia R Paoletti V Papadimitriou A A Paramonov S Pashapour J Patrick G Pauletta M Paulini C Paus D Pellett A Penzo T J Phillips G Piacentino J Piedra K T Pitts C Plager L Pondrom G Pope X Portell O Poukhov N Pounder F Prakoshyn A Pronko J Proudfoot F Ptohos G Punzi J Rademacker M A Rahaman A Rakitine S Rappoccio F Ratnikov H Ray B Reisert V Rekovic P Renton M Rescigno F Rimondi K Rinnert L Ristori W J Robertson A Robson T Rodrigo S Rolli R Roser R Rossin C Rott J Russ V Rusu A Ruiz D Ryan H Saarikko S Sabik A Safonov R St Denis W K Sakumoto G Salamanna D Saltzberg C Sanchez L Santi S Sarkar K Sato P Savard A Savoy-Navarro P Schlabach E E Schmidt M P Schmidt M Schmitt T Schwarz L Scodellaro A L Scott A Scribano F Scuri A Sedov S Seidel Y Seiya A Semenov F Semeria L Sexton-Kennedy I Sfiligoi M D Shapiro T Shears P F Shepard D Sherman M Shimojima M Shochet Y Shon I Shreyber A Sidoti A Sill P Sinervo A Sisakyan J Sjolin A Skiba A J Slaughter K Sliwa

We measure the masses of b hadrons in exclusively reconstructed final states containing a J/psi --> mu-mu+ decay using 220 pb(-1) of data collected by the CDF II experiment. We find: m(B+) = 5279.10 +/- 0.41(stat.) +/- 0.36(sys.) MeV/c2, m(B0) = 5279.63 +/- 0.53(stat.) +/- 0.33(sys.) MeV/c2, m(B(s)0) = 5366.01 +/- 0.73(stat.) +/- 0.33(sys.) MeV/c2, m(lambda(b)0) = 5619.7 +/- 1.2(stat.) +/- 1.2(...

Journal: :Electr. Notes Theor. Comput. Sci. 2014
Dariusz Biernacki Sergueï Lenglet

We propose the first sound and complete bisimilarities for the call-by-name and call-by-value untyped λμcalculus, defined in the applicative style. We give equivalence examples to illustrate how our relations can be used; in particular, we prove David and Py’s counter-example, which cannot be proved with Lassen’s preexisting normal form bisimilarities for the λμ-calculus.

Journal: :Glasgow Mathematical Journal 2022

Abstract Let K be an infinite field of characteristic $p>0$ and let $\lambda, \mu$ partitions, where $\mu$ has two parts. We find sufficient arithmetic conditions on $p, \lambda, for the existence a nonzero homomorphism $\Delta(\lambda) \to \Delta (\mu)$ Weyl modules general linear group $GL_n(K)$ . Also, each p we so that corresponding spaces have dimension at least 2.

Journal: :Discrete and Continuous Dynamical Systems-series B 2023

In this paper, we deal with the following indirect pursuit-evasion model $\begin{align} \left\{\begin{array}{ll} u_t = \Delta u-\chi\nabla\cdot(u\nabla w)+ u(\lambda-u+av), \quad x\in \Omega, t>0, \\ v_t v+\xi\nabla\cdot(v\nabla z)+ v(\mu-v-bu), { }{0 w- w+v}, z- z+ u}, \end{array}\right. \ (\star) \end{align} $ under homogeneous Neumann boundary conditions in a bounded domain \Omega\subset ...

2001
Andreas Abel

Higher-order logical frameworks provide a powerful technology to reason about object languages with binders. This will be demonstrated for the case of the λμ-calculus with two different binders which can most elegantly be represented using a third-order constant. Since cases of thirdand higher-order encodings are very rare in comparison with those of second order, a second-order representation ...

Journal: :Discrete and Continuous Dynamical Systems 2021

In this paper we consider the problem style='text-indent:20px;'> \begin{document}$ (P_{\lambda})\ \ \left\{ \begin{array}{rcl} -\Delta u+V_{\lambda}(x)u = (I_{\mu}*|u|^{2^{*}_{\mu}})|u|^{2^{*}_{\mu}-2}u \mbox{in} \mathbb{R}^{N}, \\ u>0 \end{array} \right. $\end{document} style='text-indent:20px...

Journal: :Algebraic & Geometric Topology 2022

Given a Hamiltonian system $ (M,\omega, G,\mu) where $(M,\omega)$ is symplectic manifold, $G$ compact connected Lie group acting on with moment map \mu:M \rightarrow\mathfrak{g}^{*}$, then one may construct the quotient $(M//G, \omega_{red})$ $M//G := \mu^{-1}(0)/G$. Kirwan used norm-square of map, $|\mu|^2$, as G-equivariant Morse function $M$ to derive formulas for rational Betti numbers $M//...

نمودار تعداد نتایج جستجو در هر سال

با کلیک روی نمودار نتایج را به سال انتشار فیلتر کنید