国际基础科学大会-$L^2$-invariants and dynamical invariants-Hanfeng Li 48:19 国际基础科学大会-Geometry of nilpotent orbits of classical groups-Hiraku Nakajima 1:03:28 国际基础科学大会-Recent progress in geometric Langlands-Sam Raskin 1:02:09 国际基础科学大会-Eisenstein series-Erez Moshe La...
based on stress susceptibility, geometric mean productivity and harmonic indices, 'Sepahan', 'Karaj 3', 'Bahar' and 'Yavaroos' were known as the best varieties; and in 1/3 continuous irrigation stress level, based on the mentioned indices, 'Hirmand', 'Bahar', 'Yavaroos' and 'Marvdasht'...
The aim of this study was to investigate the relationship between fixel-based measures and a number of clinical risk factors including degree of prematurity, the number of days on mechanical ventilation, sex, the number of days on total parenteral nutrition (TPN), and birthweight. We hypothesise...
15,25. At the nanoscale the strength of interactions between the system and the reservoir may become non-negligible, and the local equilibrium state of the system will not be of Gibbs form26,27. In this regime thermodynamics needs to be adapted as the equilibrium properties...
Aim: To investigate the left and right ventricular myocardial performance index in patients with coronary slow flow phenomenon and to determine the relationship between it and thrombolysis in myocardial infarction frame count in SCF patients. Material and methods: 45 patients with slow coronary flow; ...
A novel uncertainty relation for errors of general quantum measurement is presented. The new relation, which is presented in geometric terms for maps representing measurement, is completely operational and can be related directly to tangible measurement
Specifically, we address the question of how classical instabilities affect photon excitations and consequently result in entanglement in the ground state of two time-dependent non-resonant coupled harmonic oscillators. We make these investigations by using a pair of harmonic oscillators connected by a ...
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Convexity theory describes a wide range of extremely intriguing breakthroughs, including a connection between many areas of mathematics, physics, economics, and engineering sciences. Convex sets, and their numerous extensions and generalizations have been thought about and investigated recently utilizing ...