1,724,766 research outputs found
Krumbacher (Karl). Mikhael Glykas.
No full textD. G. Krumbacher (Karl). Mikhael Glykas.. In: Revue des Études Grecques, tome 9, fascicule 34,1896. pp. 337-338
The Mathematics of Mikhael Gromov
No full textLaudatio for the Abel Prize winner Mikhael Gromov in Oslo, Norway, March 26, 2009. The lecture is recorded at htttp://media01.smartcom.no/ Microsite/webcast.aspx?eventid=411
29th of June of 2019
No full text29 de Junho de 2019, de Mikhael de Oliveira Simões.29th of June of 2019, by Mikhael de Oliveira Simões
Contentious Belonging: The Place of Minorities in Indonesia, by GregFealy and RonitRicci (eds.), Singapore: ISEAS Yusof Ishal Institute, 2019, pp. 304, ISBN: 978‐9814843492
No full text
Morphometric data for Edinburgh_NIH10 dataset - all package runs
No full textThis data consists of morphometric measurements for the 10 subjects of the Edinburgh_NIH10 dataset (https://doi.org/10.7488/ds/2239) as well as Matlab code written to derive some statistics for these measurements. The measurements are for the superior frontal gyrus (SFG), supramarginal gyrus (SMG) and cingulate gyrus (CG), and entail:
- cortical thickness, cortical volume and white matter surface area measurements following processing of the T1-weighted volumes in FreeSurfer v5.3 (Desikan-Killiany protocol and Desikan-Killiany-Touriville protocols), BrainSuite v13a, and BrainGyrusMapping.
- cortical thickness, cortical volume and white matter surface area measurements of the manually segmented reference truth data as calculated by Masks2Metrics (https://doi.org/10.21105/joss.00436), FreeSurfer, BrainSuite, and BrainGyrusMapping, where available
- mean modified Hausdorff distance of the manually segmented reference data as calculated by Masks2Metrics (https://doi.org/10.21105/joss.00436). With thanks to SINAPSE-SPIRIT for funding (a Scottish Funding Council HR09021 grant).This data consists of morphometric measurements for the 10 subjects of the Edinburgh_NIH10 dataset (https://doi.org/10.7488/ds/2239) as well as Matlab code written to derive some statistics for these measurements
The Ma'agan Mikhael ship (Israël)
No full textLe navire a été découvert sous une couche de sable de 1 m d'épaisseur à une profondeur de 1,5 m, à 70 m au large du kibboutz Ma'agan Mikhael, à 35 km au sud de Haifa. Il mesure environ 13 m de long et son déplacement est de 25 tonnes. Il a été daté d'environ 400av.J.-C.
À bord se trouvaient 13 tonnes de pierres (de provenance non locale), quelque soixante-dix récipients en terre venant de Chypre et de l'est de la Grèce, des restes de nourriture, des cordages, des outils de charpenterie navale et une ancre en bois à une seule patte. Une grande quantité du bois de la coque a été retrouvée en excellent état. Aucune indication de présence de tarets ou de bernacles n'a été relevée. Le navire a été construit selon la méthode « bordé premier ». La quille, composée d'une seule pièce de bois, a été retrouvée entière, toujours solidaire de l'étrave et de l'étambot dont les courbures supérieures sont bien définies. À tribord, le bordé est resté en place jusqu'à la virure n° 11. Parmi les éléments internes, quatorze membrures complètes et l'emplanture du mât ont été retrouvées. Les pièces constitutives de l'étrave et de l'étambot étaient ligaturées. Le navire était probablement neuf lorsqu'il a coulé.
Technologiquement et chronologiquement, le bateau de Ma'agan Mikhael peut être situé entre les navires du VIe s. - Giglio, Bon-Porté et Gela - de la Méditerranée orientale et occidentale, et le navire de Kyrenia du IVe s. av. J.-C. de la Méditerranée orientale.Kahanov Yaacov. The Ma'agan Mikhael ship (Israël). In: Archaeonautica, 14, 1998. Construction navale maritime et fluviale. Approches archéologique, historique et ethnologique. pp. 155-160
"Mikhael...Mikhael. Armenia 1915. Una testimonianza."
No full textIl saggio di Meghnagi collocato alla fine del libro di Mikahelian affronta la problematica della resilienza e della elaborazione del lutto attraverso le generazioni. Pagg. 95-10
Archimedean-like colloidal tilings on substrates with decagonal and tetradecagonal symmetry
No full textTwo-dimensional colloidal suspensions subjected to laser interference patterns with decagonal symmetry can form an Archimedean-like tiling phase where rows of squares and triangles order aperiodically along one direction (J. Mikhael et al., Nature 454, 501 (2008)). In experiments as well as in Monte Carlo and Brownian dynamics simulations, we identify a similar phase when the laser field possesses tetradecagonal symmetry. We characterize the structure of both Archimedean-like tilings in detail and point out how the tilings differ from each other. Furthermore, we also estimate specific particle densities where the Archimedean-like tiling phases occur. Finally, using Brownian dynamics simulations we demonstrate how phasonic distortions of the decagonal laser field influence the Archimedean-like tiling. In particular, the domain size of the tiling can be enlarged by phasonic drifts and constant gradients in the phasonic displacement. We demonstrate that the latter occurs when the interfering laser beams are not ideally adjusted
Chiral Graphs: Reduced Representations of Ligand Scaffolds for Stereoselective Biomolecular Recognition, Drug Design, and Enhanced Exploration of Chemical Structure Space
Full text linkSimoun Mikhael, Ravinder Abrol. Chiral Graphs: Reduced Representations of Ligand Scaffolds for Stereoselective Biomolecular Recognition, Drug Design, and Enhanced Exploration of Chemical Structure Space. ChemMedChem 2019, 14 (8) , 798-809. https://doi.org/10.1002/cmdc.20180076
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