منابع مشابه
Sir William Osler, Oxford and "The Open Arms"
throughout the world, including one in Japan, which have been established to hallow his memory and to encourage the study of the history of medicine and the other subjects which were close to his heart must testify to that fact. It was the 14 years that he spent in Oxford as the Regius Professor of Medicine (regius professors are appointed by the sovereign) which finally established and greatly...
متن کاملترجمه، شرح و نقد رویکرد تحلیلی در فلسفه دین براساس کتاب: philosophy of religion ed. william j. wainwright oxford 2005
زبان دین ازاهمّ موضوعات الهیات و فلسفه دین است. مسئله زبان دین در الهیات، کلام، فلسفه دین و زبان دین ورزان، همواره ناظر و معطوف به متون مقدس ادیان می باشد، و از این روی در این پایان نامه کوشیده شده است که مسایل بنیادینِ زبان دین از رهگذر معرفی یکی از متون مربوط به فلسفه تحلیلی دین به صورت برجسته و نمایان گردد. در شرح متن تأکید بر مسئله زبان دین است که این موضوع از منظر دو فیلسوف بزرگِ قرن بیستم ؛ ...
15 صفحه اولThe anatomical works of George Stubbs
TERENCE DOHERTY, The anatomical works of George Stubbs, London, Secker & Warburg, 1974, F°, pp. ix, 345, illus., £25. For his paintings of horses George Stubbs (1724-1806) is justly renowned. It is also common knowledge that, like the artists of the Renaissance, to perfect his art he practised anatomical dissection. The extent of the latter, however, is revealed for the first time by this super...
متن کاملA Bishop surface with a vanishing Bishop invariant
We derive a complete set of invariants for a formal Bishop surface near a point of complex tangent with a vanishing Bishop invariant under the action of formal transformations. We prove that the modular space of Bishop surfaces with a vanishing Bishop invariant and with a fixed Moser invariant s < ∞ is of infinite dimension. We also prove that the equivalence class of the germ of a generic real...
متن کاملThe Mergelyan-Bishop Theorem
We define the differential operator ∂ ∂z on infinitely differentiable functions (also called smooth or C∞ functions) on some open set in C by ∂ ∂z = 1 2 ( ∂ ∂x + i ∂ ∂y ). A quick calculation shows that ∂ ∂z obeys the product rule. Recall that a function f is holomorphic if and only if ∂ ∂z (f) = 0. A function is biholomorphic, or an analytic isomorphism, if it is holomorphic and has holomorphi...
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ژورنال
عنوان ژورنال: The English Historical Review
سال: 1901
ISSN: 0013-8266,1477-4534
DOI: 10.1093/ehr/xvi.lxiii.417