نتایج جستجو برای: tau

تعداد نتایج: 20923  

ژورنال: محیط زیست جانوری 2012

به منظور بررسی تنوع ژنتیکی تمساح مردابی (Crocodylus palustris) ایران، پس از انتخاب ۵ ایستگاه در استان سیستان و بلوچستان، برای نمونه برداری و استخراجDNA از فلس ده تمساح، از ژن Tau-Crystallin) tissue-type eye lens tau-crystallin) استفاده گردید. پس از تکثیر جایگاه ۶۴۸ جفت بازی به وسیله PCR، از تکنیک SSCP استفاده شد. برای مشاهده چند شکلی فضایی تک رشته ای (SSCP) محصولات PCR از ژل پلی آکریل آ...

Journal: :bulletin of the iranian mathematical society 2015
s. balamuralitharan

in this paper the periodic solutions of fourth order delay differential equation of the form $ddddot{x}(t)+adddot{x}(t)+f(ddot{x}(t-tau(t)))+g(dot{x}(t-tau(t)))+h({x}(t-tau(t)))=p(t)$  is investigated. some new positive periodic criteria are given.

Let $X$ be an infinite set, equipped with a topology $tau$. In this paper we studied the relationship between $tau$, and ultrafilters on $X$. We can discovered, among other thing, some relations of the Robinson's compactness theorem, continuity and the separation axioms. It is important also, aspects of communication between mathematical concepts.

Journal: :bulletin of the iranian mathematical society 2015
j. zhao j. wu

the aim of this note is to study the submajorization inequalities for $tau$-measurable operators in a semi-finite von neumann algebra on a hilbert space with a normal faithful semi-finite trace $tau$. the submajorization inequalities generalize some results due to zhang, furuichi and lin, etc..

The aim of this note is to study the submajorization inequalities for $tau$-measurable operators in a semi-finite von Neumann algebra on a Hilbert space with a normal faithful semi-finite trace $tau$. The submajorization inequalities generalize some results due to Zhang, Furuichi and Lin, etc..

Journal: :Physical review letters 2009
B Aubert Y Karyotakis J P Lees V Poireau E Prencipe X Prudent V Tisserand J Garra Tico E Grauges M Martinelli A Palano M Pappagallo G Eigen B Stugu L Sun M Battaglia D N Brown L T Kerth Yu G Kolomensky G Lynch I L Osipenkov K Tackmann T Tanabe C M Hawkes N Soni A T Watson H Koch T Schroeder D J Asgeirsson B G Fulsom C Hearty T S Mattison J A McKenna M Barrett A Khan A Randle-Conde V E Blinov A D Bukin A R Buzykaev V P Druzhinin V B Golubev A P Onuchin S I Serednyakov Yu I Skovpen E P Solodov K Yu Todyshev M Bondioli S Curry I Eschrich D Kirkby A J Lankford P Lund M Mandelkern E C Martin D P Stoker H Atmacan J W Gary F Liu O Long G M Vitug Z Yasin V Sharma C Campagnari T M Hong D Kovalskyi M A Mazur J D Richman T W Beck A M Eisner C A Heusch J Kroseberg W S Lockman A J Martinez T Schalk B A Schumm A Seiden L Wang L O Winstrom C H Cheng D A Doll B Echenard F Fang D G Hitlin I Narsky P Ongmongkolkul T Piatenko F C Porter R Andreassen G Mancinelli B T Meadows K Mishra M D Sokoloff P C Bloom W T Ford A Gaz J F Hirschauer M Nagel U Nauenberg J G Smith S R Wagner R Ayad W H Toki R J Wilson E Feltresi A Hauke H Jasper T M Karbach J Merkel A Petzold B Spaan K Wacker M J Kobel R Nogowski K R Schubert R Schwierz D Bernard E Latour M Verderi P J Clark S Playfer J E Watson M Andreotti D Bettoni C Bozzi R Calabrese A Cecchi G Cibinetto E Fioravanti P Franchini E Luppi M Munerato M Negrini A Petrella L Piemontese V Santoro R Baldini-Ferroli A Calcaterra R de Sangro G Finocchiaro S Pacetti P Patteri I M Peruzzi M Piccolo M Rama A Zallo R Contri E Guido M Lo Vetere M R Monge S Passaggio C Patrignani E Robutti S Tosi K S Chaisanguanthum M Morii A Adametz J Marks S Schenk U Uwer F U Bernlochner V Klose H M Lacker T Lueck A Volk D J Bard P D Dauncey M Tibbetts P K Behera M J Charles U Mallik J Cochran H B Crawley L Dong V Eyges W T Meyer S Prell E I Rosenberg A E Rubin Y Y Gao A V Gritsan Z J Guo N Arnaud J Béquilleux A D'Orazio M Davier D Derkach J Firmino da Costa G Grosdidier F Le Diberder V Lepeltier A M Lutz B Malaescu S Pruvot P Roudeau M H Schune J Serrano V Sordini A Stocchi G Wormser D J Lange D M Wright I Bingham J P Burke C A Chavez J R Fry E Gabathuler R Gamet D E Hutchcroft D J Payne C Touramanis A J Bevan C K Clarke F Di Lodovico R Sacco M Sigamani G Cowan S Paramesvaran A C Wren C L Davis A G Denig M Fritsch W Gradl A Hafner K E Alwyn D Bailey R J Barlow G Jackson G D Lafferty T J West J I Yi J Anderson C Chen A Jawahery D A Roberts G Simi J M Tuggle C Dallapiccola E Salvati R Cowan D Dujmic P H Fisher S W Henderson G Sciolla M Spitznagel R K Yamamoto M Zhao P M Patel S H Robertson M Schram P Biassoni A Lazzaro V Lombardo F Palombo S Stracka L Cremaldi R Godang R Kroeger P Sonnek D J Summers H W Zhao M Simard P Taras H Nicholson G De Nardo L Lista D Monorchio G Onorato C Sciacca G Raven H L Snoek C P Jessop K J Knoepfel J M Losecco W F Wang L A Corwin K Honscheid H Kagan R Kass J P Morris A M Rahimi S J Sekula Q K Wong N L Blount J Brau R Frey O Igonkina J A Kolb M Lu R Rahmat N B Sinev D Strom J Strube E Torrence G Castelli N Gagliardi M Margoni M Morandin M Posocco M Rotondo F Simonetto R Stroili C Voci P Del Amo Sanchez E Ben-Haim G R Bonneaud H Briand J Chauveau O Hamon Ph Leruste G Marchiori J Ocariz A Perez J Prendki S Sitt L Gladney M Biasini E Manoni C Angelini G Batignani S Bettarini G Calderini M Carpinelli A Cervelli F Forti M A Giorgi A Lusiani M Morganti N Neri E Paoloni G Rizzo J J Walsh D Lopes Pegna C Lu J Olsen A J S Smith A V Telnov F Anulli E Baracchini G Cavoto R Faccini F Ferrarotto F Ferroni M Gaspero P D Jackson L Li Gioi M A Mazzoni S Morganti G Piredda F Renga C Voena M Ebert T Hartmann H Schröder R Waldi T Adye B Franek E O Olaiya F F Wilson S Emery L Esteve G Hamel de Monchenault W Kozanecki G Vasseur Ch Yèche M Zito M T Allen D Aston R Bartoldus J F Benitez R Cenci J P Coleman M R Convery J C Dingfelder J Dorfan G P Dubois-Felsmann W Dunwoodie R C Field M Franco Sevilla A M Gabareen M T Graham P Grenier C Hast W R Innes J Kaminski M H Kelsey H Kim P Kim M L Kocian D W G S Leith S Li B Lindquist S Luitz V Luth H L Lynch D B Macfarlane H Marsiske R Messner D R Muller H Neal S Nelson C P O'Grady I Ofte M Perl B N Ratcliff A Roodman A A Salnikov R H Schindler J Schwiening A Snyder D Su M K Sullivan K Suzuki S K Swain J M Thompson J Va'vra A P Wagner M Weaver C A West W J Wisniewski M Wittgen D H Wright H W Wulsin A K Yarritu C C Young V Ziegler X R Chen H Liu W Park M V Purohit R M White J R Wilson M Bellis P R Burchat A J Edwards T S Miyashita S Ahmed M S Alam J A Ernst B Pan M A Saeed S B Zain A Soffer S M Spanier B J Wogsland R Eckmann J L Ritchie A M Ruland C J Schilling R F Schwitters B C Wray B W Drummond J M Izen X C Lou F Bianchi D Gamba M Pelliccioni M Bomben L Bosisio C Cartaro G Della Ricca L Lanceri L Vitale V Azzolini N Lopez-March F Martinez-Vidal D A Milanes A Oyanguren J Albert Sw Banerjee B Bhuyan H H F Choi K Hamano G J King R Kowalewski M J Lewczuk I M Nugent J M Roney R J Sobie T J Gershon P F Harrison J Ilic T E Latham G B Mohanty E M T Puccio H R Band X Chen S Dasu K T Flood Y Pan R Prepost C O Vuosalo S L Wu

We search for a light Higgs boson A0 in the radiative decay Upsilon(3S)-->gammaA(0), A(0)-->tau+tau-, tau+-->e+nu(e)nu(tau), or tau+-->mu+nu(mu)nu(tau). The data sample contains 122x10(6) Upsilon(3S) events recorded with the BABAR detector. We find no evidence for a narrow structure in the studied tau+tau- invariant mass region of 4.03<m(tau+tau-)<10.10 GeV/c2. We exclude at the 90% confidence ...

Let $X$ be a Banach space of $dim X > 2$ and $B(X)$ be the space of bounded linear operators on X. If $L : B(X)to B(X)$ be a Lie higher derivation on $B(X)$, then there exists an additive higher derivation $D$ and a linear map $tau : B(X)to FI$ vanishing at commutators $[A, B]$ for all $A, Bin B(X)$ such that $L = D + tau$.

Journal: :bulletin of the iranian mathematical society 0
a. ebadian department of mathematics, payame noor university, p.o. box 19395-3697, tehran, iran. s. rahrovi department of mathematics, faculty of basic science, university of bonab, p.o. box 5551-761167, bonab, iran. s. shams department of mathematics‎, ‎urmia university, urmia‎, ‎iran. j. sokol department of mathematics‎, ‎rzesz&amp;#039;ow university of technology‎, ‎poland‎.

‎we determine the‎ ‎form of polynomially bounded solutions to the loewner differential ‎equation that is satisfied by univalent subordination chains of the‎ ‎form $f(z,t)=e^{int_0^t a(tau){rm d}tau}z+cdots$‎, ‎where‎ ‎$a:[0,infty]rightarrow l(mathbb{c}^n,mathbb{c}^n)$ is a locally‎ ‎lebesgue integrable mapping and satisfying the condition‎ ‎$$sup_{sgeq0}int_0^inftyleft|expleft{int_s^t‎ ‎[a(tau)...

Journal: :The Journal of neuroscience : the official journal of the Society for Neuroscience 2011
Kaoru Yamada John R Cirrito Floy R Stewart Hong Jiang Mary Beth Finn Brandon B Holmes Lester I Binder Eva-Maria Mandelkow Marc I Diamond Virginia M-Y Lee David M Holtzman

Although tau is a cytoplasmic protein, it is also found in brain extracellular fluids, e.g., CSF. Recent findings suggest that aggregated tau can be transferred between cells and extracellular tau aggregates might mediate spread of tau pathology. Despite these data, details of whether tau is normally released into the brain interstitial fluid (ISF), its concentration in ISF in relation to CSF, ...

Journal: :Neuron 2010
Sang-Won Min Seo-Hyun Cho Yungui Zhou Sebastian Schroeder Vahram Haroutunian William W. Seeley Eric J. Huang Yong Shen Eliezer Masliah Chandrani Mukherjee David Meyers Philip A. Cole Melanie Ott Li Gan

Neurodegenerative tauopathies characterized by hyperphosphorylated tau include frontotemporal dementia and Parkinsonism linked to chromosome 17 (FTDP-17) and Alzheimer's disease (AD). Reducing tau levels improves cognitive function in mouse models of AD and FTDP-17, but the mechanisms regulating the turnover of pathogenic tau are unknown. We found that tau is acetylated and that tau acetylation...

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