نتایج جستجو برای: ayn rand

تعداد نتایج: 4365  

2005
R. DIPERT

T his is an important book. This is so in spite of the fact that the publisher, Louisiana State University Press, is not one of the major academic presses, and in spite of the fact that Kelley is not a name known everywhere in the Anglo-American philosophical world. The importance of the book has three sources. First, it is a defense of a striking proposal-what Melley calls the "realist theory ...

2005
A. Koç C. Üneri

Sonuç: Timpanoskleroz ve aterosklerozda, reaksiyon temel olarak ayn› yolu izler. Her iki hastal›kta gözlenen ultrastrüktürel de¤ifliklikler benzerdir ve her iki hastal›kta da cinsiyet fark› mevcuttur. Bu bulgular ile birlikte, aterosklerotik bireylerde timpanoskleroz görülme insidans›n›n normal popülasyona göre fazla olmas›; tüm vücut dokular›nda sklerotik dejenerasyona karfl› bir genetik-ailes...

Journal: :متن پژوهی ادبی 0
محمدحسن حائری .

0

Journal: :Udenrigs 2013

Journal: :ادیان و عرفان 0
طاهره کمالی زاده دانشگاه زنجان، استادیار

the mystical knowledge that ‘ayn al-qud?t propounds does not seem much different from other mystic’s point of view, but it might have been for the first time presented in a compiled form by him. hence, the fundamental question in this research is: what is mystical knowledge in ‘ayn al-qud?t’s point of view and how this mystical knowledge is discerned from scientific knowledge? how can we find i...

2002
Lawrence Lessig

the future of ideas the future of ideas the fate of the commons in a connected the future of ideas fate commons in a connected world the future of ideasthe fate of the commons in a connected crusading against the dinosaurs: a review of the future of the internet, innovation, and intellectual property policy this pdf version of free culture is licensed on the value of the intellectual commons uc...

2008
Arif Rafiq Ana Maria Acu Mugur Acu M. Acu

Let E be a real Banach space and let A : E → E be a Lipschitzian generalized strongly accretive operator. Let z ∈ E and x0 be an arbitrary initial value in E for which the steepest descent approximation scheme is defined by xn+1 = xn − αn(Ayn − z), yn = xn − βn(Axn − z), n = 0, 1, 2 . . . , where the sequences {αn} and {βn} satisfy the following conditions: (i) 0 ≤ αn, βn ≤ 1, (ii) ∞

2011
Anita Chandra Lisa H. Jaycox Terri Tanielian Bing Han Rachel M. Burns Teague Ruder

Limited Electronic Distribution Rights This document and trademark(s) contained herein are protected by law as indicated in a notice appearing later in this work. This electronic representation of RAND intellectual property is provided for noncommercial use only. Unauthorized posting of RAND electronic documents to a non-RAND website is prohibited. RAND electronic documents are protected under ...

Journal: :Raumforschung und Raumordnung 2003

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