Institution
University of Vienna
Education•Vienna, Austria•
About: University of Vienna is a education organization based out in Vienna, Austria. It is known for research contribution in the topics: Population & Stars. The organization has 44686 authors who have published 95840 publications receiving 2907492 citations.
Topics: Population, Stars, Galaxy, Transplantation, Crystal structure
Papers published on a yearly basis
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TL;DR: By measuring dopamine receptors in the putamen and caudate of postmortem brains from Parkinson patients, evidence is reported in support of the theory of dopaminergic supersensitivity in Parkinson's disease.
Abstract: IN patients with Parkinson's disease, the concentration of dopamine in the basal ganglia of the brain is markedly reduced in accordance with the degeneration of the nigrostriatal dopamine-containing neurones1,2. This fact provided the basis for the successful clinical introduction of L-dopa (L-3,4-dihydroxyphenylalaline) for Parkinson's disease3,6. It has been suggested that one of the critical factors compensating for the loss of dopamine neurones may be the development of “denervation supersensitivity” in the striatum, as severe cases react more sensitively to L-dopa than milder cases or controls7–9. By measuring dopamine receptors in the putamen and caudate of postmortem brains from Parkinson patients, we report here evidence in support of the theory of dopaminergic supersensitivity in Parkinson's disease.
466 citations
TL;DR: The DNA Commission of the International Society of Forensic Genetics regularly publishes guidelines and recommendations concerning the application of DNA polymorphisms to the problems of human identification, and the current recommendations address important aspects to clarify problems regarding the nomenclature, the definition of loci and alleles, population genetics and reporting methods.
466 citations
TL;DR: In this paper, it was shown that the prole of a periodic traveling wave propagating at the surface of water above a at bed in a flow with a real analytic vorticity must be real analytic, provided the wave speed exceeds the horizontal flow velocity throughout the flow.
Abstract: We prove that the prole of a periodic traveling wave propagating at the surface of water above a at bed in a ow with a real analytic vorticity must be real analytic, provided the wave speed exceeds the horizontal uid velocity throughout the ow. The real analyticity of each streamline be
466 citations
TL;DR: The mathematical basis for analysis as well as for the computer simulation of the stimulus-response characteristics of nerve or muscle fibers is presented, and Stimulation with monopolar electrodes shows better recruitment characteristics than with ring electrodes.
Abstract: The mathematical basis for analysis as well as for the computer simulation of the stimulus-response characteristics of nerve or muscle fibers is presented. The results follow from the extracellular potential along the fiber as a function of electrode geometry. The theory is of a general nature, but special investigations are made on monopolar, bipolar, and ring electrodes. Stimulation with monopolar electrodes shows better recruitment characteristics than with ring electrodes. >
465 citations
TL;DR: It is shown here that cleavage of Rec8 by separin at one of two different sites is necessary for the resolution of chiasmata and the disjunction of homologous chromosomes during meiosis.
464 citations
Authors
Showing all 45262 results
| Name | H-index | Papers | Citations |
|---|---|---|---|
| Tomas Hökfelt | 158 | 1033 | 95979 |
| Wolfgang Wagner | 156 | 2342 | 123391 |
| Hans Lassmann | 155 | 724 | 79933 |
| Stanley J. Korsmeyer | 151 | 316 | 113691 |
| Charles B. Nemeroff | 149 | 979 | 90426 |
| Martin A. Nowak | 148 | 591 | 94394 |
| Barton F. Haynes | 144 | 911 | 79014 |
| Yi Yang | 143 | 2456 | 92268 |
| Peter Palese | 132 | 526 | 57882 |
| Gérald Simonneau | 130 | 587 | 90006 |
| Peter M. Elias | 127 | 581 | 49825 |
| Erwin F. Wagner | 125 | 375 | 59688 |
| Anton Zeilinger | 125 | 631 | 71013 |
| Wolfgang Waltenberger | 125 | 854 | 75841 |
| Michael Wagner | 124 | 351 | 54251 |