AFOSR Deliverables Submission Survey
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چکیده
منابع مشابه
AFRL-AFOSR-VA-TR-2015-0289 Hybridized Multiscale Discontinuous Galerkin Methods for Multiphysics
We have continued the development of the Hybridized Discontinuous Galerkin(HDG) method for the solution of systems of conservation laws. The focus hasbeen on the development of robust, accurate, and efficient methods capable ofhandling complex physics in realistic geometries. In particular, we have: 1)proposed a Hybridized Multiscale Discontinuous Galerkin method (HMDG)w...
متن کاملThe Information Requirements for Transportation Industry’s Facilities Management Based on BIM
In recent decades, Building Information Modeling (BIM) is well-known and has been widely accepted by AEC industry since it could make less mistakes, conflicts, and bring more profits as well as improve the level of communication and coordination. However, in the Operation and Maintenance phase, most of the owners including the transit agencies, still lack the knowledge about what BIM deliverabl...
متن کاملبررسی سامانههای تحت وب عرضه و داوری مقالات از نظر قابلیتهای نقش نویسنده در نشریات مصوب وزارت بهداشت
Background and Aim: Online submission and peer review systems are formal channels of communication among authors, journal editorial boards, and reviewers. The review process starts after authors submit their manuscripts. The aim of this study is to examine the online article submission and peer review systems in terms of the capability in medical journals of Iranian Ministry of Health, and Medi...
متن کاملSupplementary Material to “ Cooled and Relaxed Survey Propagation for MRFs ”
This is the supplementary material for the submission to NIPS 2007, entitled “Cooled and Relaxed Survey Propagation for MRFs”. The purpose of this material is to prove the update equations of Relaxed Survey Propagation (RSP) in the main paper.
متن کاملSupplementary Material to “ Cooled and Relaxed Survey Propagation for MRFs ” Hai
This is the supplementary material for the submission to NIPS 2007, entitled “Cooled and Relaxed Survey Propagation for MRFs”. The purpose of this material is to prove the update equations of Relaxed Survey Propagation (RSP) in the main paper.
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