نتایج جستجو برای: 1891
تعداد نتایج: 2441 فیلتر نتایج به سال:
The name Miconia densiflora Cogn. (1886) is a later homonym of Miconia densiflora (Gardner) Naudin (1851), but since we propose it as a taxonomic synonym of Miconia caudata (Bonpl.) DC. (1828), we do not provide a new name. The name Miconia longicuspisHerzog (1909) is a later homonym of Miconia longicuspis Cogn. (1891) and we here propose its replacement by Miconia longicuspidata S.S. Renner & ...
I hey enteied the nursing staff of the Bristol Royal Infirmary on the same day, 1 /th March, 1888, Fanny being aged 26 years and Julia 22. By September, 1892, Julia was made " Charge Nurse of Wards 1/ and 18, and she remained Sister of those wards until her retirement in 1921. In March, 1891, Fanny was put in charge of the operating theatre and was Theatre Sistei until 1912, when she took charg...
A new species of the genus Nihonotrypaea Manning & Tamaki, 1998, Nihonotrypaeahainanensis sp. n., collected from the South China Sea, is described and illustrated. It is distinguishable from Nihonotrypaeaharmandi (Bouvier, 1901), Nihonotrypaeajaponica (Ortmann, 1891), Nihonotrypaeathermophila Lin, Komai & Chan, 2007 and Nihonotrypaeamakarovi Martin, 2013 by having the elongated carpus of the ma...
The search for a specific remedy against tuberculosis is as old as the history of medicine itself and hence there exist hosts of drugs recommended for the purpose, but there exists no drug which has a specific action against tuberculosis except tuberculin, discovered and introduced by Koch in the year 1891. Koch advocated tuberculin especially in afebrile and incipient cases, and there is no do...
Cantor’s proof of this result [2, §2] makes use of nested intervals, but today a proof based on another ingenious idea of Cantor is more popular, namely the diagonal method, which he introduced in 1891 to prove the uncountability of 2 [3]. However, Cantor himself did not employ diagonalization directly in the proof of uncountability of R, but gave a rather intricate derivation of ∣ ∣2 ∣ ∣ = |R|...
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