نتایج جستجو برای: ü

تعداد نتایج: 1944  

2011

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2011
Bryan Townsend Chad Talbot Harold Wright David Peters Timothy Phelan

få=çêÇÉê=íç=Åçãéäó=ïáíÜ=íÜÉ=içåÖ=qÉêã=O=båÜ~åÅÉÇ=pìêÑ~ÅÉ=t~íÉê=qêÉ~íãÉåí=oìäÉI=íÜÉ=mçêíä~åÇ=t~íÉê=_ìêÉ~ì=Ü~ë=ÄÉÖìå=íÜÉ ÇÉëáÖå=çÑ=~=ONO=ãÖÇ=rs=ÇáëáåÑÉÅíáçå=Ñ~Åáäáíó=íç=~ÅÜáÉîÉ=íÜÉ=OJäçÖ=`êóéíçëéçêáÇáìã=áå~Åíáî~íáçå=êÉèìáêÉãÉåí=Ñçê=ìåÑáäíÉêÉÇ=ëìêÑ~ÅÉ ï~íÉêëK==páåÅÉ=íÜÉ=_ìää=oìå=Ñ~Åáäáíó=ÇçÉë=åçí=Ü~îÉ=~=ÅäÉ~ê=ïÉää=éêáçê=íç=Éåíêó=áå=íÜÉ=ÇáëíêáÄìíáçå=ëóëíÉãI=~=ã~àçê=ÑçÅ~ä=éçáåí=çÑ=íÜÉ Éî~äì~íáçå=ï~ë...

2016
Nelson H. F. Beebe

\usepackage{FAMILY} where FAMILY is given in the subsection titles below. The body font in this document is from the TEX Gyre Bonum family, selected by a \usepackage{tgbonum} command in the document preamble, but the samples illustrate scores other font families. Like Computer Modern, Latin Modern, and the commercial Lucida and MathTime families, the TEX Gyre families offer extensive collection...

2003
DOUGLAS C. RAVENEL STEPHEN WILSON

It is our purpose here to announce the results of our study of the homology of the spaces in the £2-spectrum for complex cobordism and BrownPeterson cohomology. Let MU(n) be the standard Thorn complex. MUk = l im^^ ü,(~~)MU(n) is the 2k space in the £2-spectrum for complex cobordism. We will consider the space MU — hmn^_00 Iï ;>n MUf-. We find this product easier to study than the separate fact...

2012
Hong Zhu Peng Zhang Kei Yoshimoto

This study focuses on the problem Japanese learners have in distinguishing between Tone 2 and Tone 3 when learning tones in Mandarin. Acoustic experiments were carried out based on the four basic vowels in Mandarin. They were designed using continual sound stimuli, which gradually changed from Tone 2 to Tone 3 (i.e. turning point and ΔF0) and performed on Japanese learners and Chinese native sp...

2010
Arthur G. Werschulz ARTHUR G. WERSCHULZ

We use the informational approach of Traub and Wozniakowski [9] to study the variational form of the second order elliptic Dirichlet problem Lu = f on ü C RN. For /e Hr(Q), where r> -1, a quasi-uniform finite element method using n linear functional Jaf^i nas T7'(ß)-norm error 0(n~<r+1)/'v). We prove that it is asymptotically optimal among all methods using any information consisting of any n l...

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