منابع مشابه
Razi a famous Iranian scientist
Among the brilliant contributors to the sciences of medicine, pharmacy, and chemstry during the Iranian era was one genius who seems to stand for his time- the Persian, Razi, (about 865-925 AD), called Rhazes by the western world. The most important authorship of Razi is the "contines" (Alhavi) that in fact, it is a medical encyclopedia and there is the describtion of all the illnesses, the way...
متن کاملRazi a famous Iranian scientist
Among the brilliant contributors to the sciences of medicine, pharmacy, and chemstry during the Iranian era was one genius who seems to stand for his time- the Persian, Razi, (about 865-925 AD), called Rhazes by the western world. The most important authorship of Razi is the "contines" (Alhavi) that in fact, it is a medical encyclopedia and there is the describtion of all the illnesses, the way...
متن کاملFamous.
A 62-year-old woman with multiple sclerosis experienced painless loss of vision in both eyes after starting fingolimod. Fundus examination revealed bilateral macular edema confirmed by optical coherence tomography. Fingolimod was discontinued, and a topical nonsteroidal inflammatory drug and corticosteroid were initiated. Within 2 months, vision returned to baseline with complete resolution of ...
متن کاملSamuel Dales
Subsequent to the demons t ra t ion tha t the major h i s tocompa t ib i l i t y molecu la r complex (MHC) 1 is a necessary de t e rminan t in i m m u n e specific ki l l ing by cytotoxic lymphocytes (CTL) in virus-infected target cells (1), e luc ida t ion of the p h e n o m e n o n of M H C restr ict ion has been sought th rough several different exper imen ta l approaches. O n the basis of d...
متن کاملA Geometric Littlewood-richardson Rule
We describe an explicit geometric Littlewood-Richardson rule, interpreted as deforming the intersection of two Schubert varieties so that they break into Schubert varieties. There are no restrictions on the base field, and all multiplicities arising are 1; this is important for applications. This rule should be seen as a generalization of Pieri’s rule to arbitrary Schubert classes, by way of ex...
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ژورنال
عنوان ژورنال: The Library
سال: 1901
ISSN: 0024-2160,1744-8581
DOI: 10.1093/library/s2-ii.8.396