Institution
King Abdullah University of Science and Technology
Education•Jeddah, Saudi Arabia•
About: King Abdullah University of Science and Technology is a education organization based out in Jeddah, Saudi Arabia. It is known for research contribution in the topics: Membrane & Catalysis. The organization has 6221 authors who have published 22019 publications receiving 625706 citations. The organization is also known as: KAUST.
Topics: Membrane, Catalysis, Fading, Population, Combustion
Papers published on a yearly basis
Papers
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TL;DR: In this paper, an ice-templating coupled with hard templating and physical activation approach was used for the synthesis of hierarchically porous carbon monoliths with tunable porosities across all three length scales (macro- meso-and micro), with ultrahigh specific pore volumes ∼11.4 cm3 g−1.
Abstract: An ice templating coupled with hard templating and physical activation approach is reported for the synthesis of hierarchically porous carbon monoliths with tunable porosities across all three length scales (macro- meso- and micro), with ultrahigh specific pore volumes ∼11.4 cm3 g−1. The materials function well as amine impregnated supports for CO2 capture and as supercapacitor electrodes.
169 citations
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TL;DR: These findings show that to avoid overshoot, prior to the polarization and power density tests the anode biofilm must adapt to low external resistances to be capable of higher currents.
169 citations
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TL;DR: In this article, a series of alumina-supported Ni catalysts were prepared to examine their activity and carbon deposition during dry reforming of methane (DRM), and the DRM kinetics behaviors of the catalysts calcined at different temperatures were also investigated.
Abstract: A series of alumina-supported Ni catalysts were prepared to examine their activity and carbon deposition during dry reforming of methane (DRM). With an increase in the final calcination temperature to T=900 °C to form exclusively NiAl2O4, a catalyst with strong metal–support interactions was obtained. During a long-term DRM reaction (of about t=100 h) at T=700 °C and with CH4/CO2=1:1, reduced Ni (from NiAl2O4) showed a high resistance to sintering and coking. The DRM kinetics behaviors of the catalysts calcined at different temperatures were also investigated. Carbon growth models were proposed to rationalize the different carbon morphologies observed on the catalysts.
169 citations
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King Abdulaziz University1, University of Queensland2, University of California, Davis3, Joint Genome Institute4, DSM5, Max Planck Society6, ATCC7, Los Alamos National Laboratory8, Seoul National University9, Johns Hopkins University10, Ghent University11, Université catholique de Louvain12, Massachusetts Institute of Technology13, University of Wisconsin-Madison14, Chinese Academy of Sciences15, Institut national de la recherche agronomique16, University of Maryland, Baltimore17, Baylor College of Medicine18, Argonne National Laboratory19, Oak Ridge National Laboratory20, Jacobs University Bremen21, Lawrence Berkeley National Laboratory22, Howard Hughes Medical Institute23, National Center for Agricultural Utilization Research24, Saint Petersburg Academic University25, Korea Research Institute of Bioscience and Biotechnology26, Chinese Ministry of Education27, University of Gothenburg28, J. Craig Venter Institute29, University of Toronto30, University of Colorado Boulder31, Wellcome Trust Sanger Institute32, Zhejiang University33, Spanish National Research Council34, CABI35, Woods Hole Oceanographic Institution36, King Abdullah University of Science and Technology37, Michigan State University38, University of Vienna39, French Alternative Energies and Atomic Energy Commission40, University of Copenhagen41, Natural Environment Research Council42, University of Georgia43
TL;DR: This article proposed a systematic effort to produce a comprehensive genomic catalog of all cultured Bacteria and Archaea by sequencing, where available, the type strain of each species with a validly published name.
Abstract: Microbes hold the key to life. They hold the secrets to our past (as the descendants of the earliest forms of life) and the prospects for our future (as we mine their genes for solutions to some of the planet's most pressing problems, from global warming to antibiotic resistance). However, the piecemeal approach that has defined efforts to study microbial genetic diversity for over 20 years and in over 30,000 genome projects risks squandering that promise. These efforts have covered less than 20% of the diversity of the cultured archaeal and bacterial species, which represent just 15% of the overall known prokaryotic diversity. Here we call for the funding of a systematic effort to produce a comprehensive genomic catalog of all cultured Bacteria and Archaea by sequencing, where available, the type strain of each species with a validly published name (currently∼11,000). This effort will provide an unprecedented level of coverage of our planet's genetic diversity, allow for the large-scale discovery of novel genes and functions, and lead to an improved understanding of microbial evolution and function in the environment.
169 citations
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TL;DR: In this paper, a Bayesian approach is adopted to the inverse problem of estimating an unknown function u from noisy measurements y of a known, possibly nonlinear, map applied to u. The prior measure is specified as a Gaussian random field μ 0.
Abstract: We consider the inverse problem of estimating an unknown function u from noisy measurements y of a known, possibly nonlinear, map $\mathcal {G}$ applied to u. We adopt a Bayesian approach to the problem and work in a setting where the prior measure is specified as a Gaussian random field μ0. We work under a natural set of conditions on the likelihood which implies the existence of a well-posed posterior measure, μy. Under these conditions, we show that the maximum a posteriori (MAP) estimator is well defined as the minimizer of an Onsager–Machlup functional defined on the Cameron–Martin space of the prior; thus, we link a problem in probability with a problem in the calculus of variations. We then consider the case where the observational noise vanishes and establish a form of Bayesian posterior consistency for the MAP estimator. We also prove a similar result for the case where the observation of $\mathcal {G}(u)$ can be repeated as many times as desired with independent identically distributed noise. The theory is illustrated with examples from an inverse problem for the Navier–Stokes equation, motivated by problems arising in weather forecasting, and from the theory of conditioned diffusions, motivated by problems arising in molecular dynamics.
169 citations
Authors
Showing all 6430 results
Name | H-index | Papers | Citations |
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Jian-Kang Zhu | 161 | 550 | 105551 |
Jean M. J. Fréchet | 154 | 726 | 90295 |
Kevin Murphy | 146 | 728 | 120475 |
Jean-Luc Brédas | 134 | 1026 | 85803 |
Carlos M. Duarte | 132 | 1173 | 86672 |
Kazunari Domen | 130 | 908 | 77964 |
Jian Zhou | 128 | 3007 | 91402 |
Tai-Shung Chung | 119 | 879 | 54067 |
Donal D. C. Bradley | 115 | 652 | 65837 |
Lain-Jong Li | 113 | 627 | 58035 |
Hong Wang | 110 | 1633 | 51811 |
Peng Wang | 108 | 1672 | 54529 |
Juan Bisquert | 107 | 450 | 46267 |
Jian Zhang | 107 | 3064 | 69715 |
Karl Leo | 104 | 832 | 42575 |