Results 191 to 200 of about 484,117 (322)
Arithmetic Function Interpreter in C# 3.0 Using Lambda Expression Trees. [PDF]
Richard Wiener
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In this work, we present the first in‐depth investigation of elasto‐mechanical, thermophysical, and optical properties of these compounds. In particular, we analyzed the directional dependence of the elastic properties, explored the optical response for different photon polarization directions, and examined potential industrial applications of these ...
Syed Shovon Mahbub Mahin +4 more
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Association of quantitative renal surface nodularity with the renal dysfunction progression in patients with arterial hypertension. [PDF]
Wu Q +6 more
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Quantitative assessment of masticatory muscles based on skull muscle attachment areas in Carnivora
Abstract Masticatory muscles are composed of the temporalis, masseter, and pterygoid muscles in mammals. Each muscle has a different origin on the skull and insertion on the mandible; thus, all masticatory muscles contract in different directions. Collecting in vivo data and directly measuring the masticatory muscles anatomically in various Carnivora ...
Kai Ito +4 more
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Abstract Dental microwear texture analysis (DMTA) has emerged as a valuable method for investigating the feeding ecology of vertebrates. Over the past decade, three‐dimensional topographic data from microscopic regions of tooth surfaces have been collected, and surface texture parameters have been published for both extant and fossil species.
Mugino O. Kubo +4 more
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The relationship between form and function of the carnivore mandible
Abstract Dietary morphology diversified extensively in Carnivoraformes (living Carnivora and their stem relatives) during the Cenozoic (the last 66 million years) as they evolved to capture, handle, and process new animal and plant diets. We used 3D geometric morphometrics, mechanical advantage, and finite element analysis to test the evolutionary ...
Charles J. Salcido, P. David Polly
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Two Types of Geometric Jensen-Shannon Divergences. [PDF]
Nielsen F.
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On the geometry of global function fields, the Riemann-Roch theorem, and\n finiteness properties of S-arithmetic groups [PDF]
Ralf Köhl
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