منابع مشابه
Eminent venereologists 5: Carl Credé.
Carl Siegmund Franz Crede (fig 1) was born in Berlin in 1819 where his father, who was a French immigrant, held a senior appointment in the Ministry of Health and Education. After attending the Friedrich-Wilhelm Gymnasium, Crede studied medicine at the University of Berlin. He spent a semester at Heidelberg, where he met the famous obstetrician Franz Naegele, and graduated in 1842, with a thesi...
متن کاملDr Carl Credé (1819-1892) and the prevention of ophthalmia neonatorum.
Carl Siegmund Franz Credé was born in Berlin on 23 December 1819. His parents were French, his father holding a senior position in the Ministry of Health and Education. After attending the Friedrich-Wilhelm Gymnasium, Credé studied medicine at the University of Berlin, although he also spent a few months in Heidelberg where Naegele was Professor of Obstetrics. After graduating in 1841 at the ag...
متن کاملRevision of Neotropical genera Microraphes Franz, Heteroscydmus Franz and Mimoscydmus Franz (Coleoptera, Staphylinidae, Scydmaeninae).
Neotropical ant-like stone beetle genera Microraphes Franz, Heteroscydmus Franz and Mimoscydmus Franz are revised. Microraphespygmaeus Franz, Heteroscydmus yapacariensis Franz and Mimoscydmus brasiliensis Franz are redescribed; Mimoscydmus baruerii Franz is transferred to a new genus Amimoscydmus gen. nov., resulting in Amimoscydmus baruerii (Franz) comb. nov. Together with the large genus Micr...
متن کاملCarl Woese
Not long after Carl Woese died, I received a message from Robin Gutell asking if I would contribute an article to this issue of RNA Biology. While my admiration for Carl's contributions to biology knows no bounds, I did not know him well personally. For that reason I advised Robin to strike my name off the list of contributors and replace it with that of someone who is better qualified than I a...
متن کاملHigher Franz - Reidemeister Torsion
In this expository article I will discuss the theory of higher Franz-Reidemeister torsion and its application to the construction of non-trivial classes in the algebraic K-theory of elds. I will also explain how these ideas may be used to construct classes in the cohomology of the Torelli group.
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ژورنال
عنوان ژورنال: DMW - Deutsche Medizinische Wochenschrift
سال: 1892
ISSN: 0012-0472,1439-4413
DOI: 10.1055/s-0029-1199212