Institution
University of Central Florida
Education•Orlando, Florida, United States•
About: University of Central Florida is a education organization based out in Orlando, Florida, United States. It is known for research contribution in the topics: Laser & Population. The organization has 18822 authors who have published 48679 publications receiving 1234422 citations. The organization is also known as: UCF.
Papers published on a yearly basis
Papers
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TL;DR: Results of the meta-analysis indicate that RT variability reflects a stable feature of ADHD and other clinical disorders that is robust to systematic differences across studies.
485 citations
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TL;DR: Self-efficacy and knowledge structure coherence made unique contributions to the prediction of performance adaptability after controlling for prior training performance and declarative knowledge.
484 citations
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TL;DR: Nanocrystalline calcium phosphate based bioceramics are the new rage in biomaterials research as discussed by the authors, which is mainly concentrated on bioactive and bioresorbable ceramics, i.e., hydroxyapatite, bioactive glasses, tricalcium phosphates and biphasic calcium phosphates.
482 citations
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TL;DR: By using the two-photon-absorption spectrum as predicted by a two-parabolic-band model, this work can predict the observed universal dispersion, scaling, and values of ${\mathit{n}}_{2}$ that range over 4 orders of magnitude and change sign, using a simple Kramers-Kronig analysis.
Abstract: Measurements of the nonlinear refractive index of several semiconductors using beam-distortion methods and four-wave mixing show a strong systematic dispersion in the bound-electronic nonlinearity (electronic Kerr effect ${\mathit{n}}_{2}$) near the two-photon-absorption edge. This eventually turns from positive to negative at higher frequencies. We find that by using the two-photon-absorption spectrum as predicted by a two-parabolic-band model, we can predict the observed universal dispersion, scaling, and values of ${\mathit{n}}_{2}$ that range over 4 orders of magnitude and change sign, using a simple Kramers-Kronig analysis (i.e., relating the real and imaginary parts of the third-order susceptibility). The resulting scaling rule correctly predicts the value of ${\mathit{n}}_{2}$ for all the 26 different materials we have examined. This includes wide-gap dielectrics which have 3 to 4 orders of magnitude smaller values of ${\mathit{n}}_{2}$ than semiconductors.
480 citations
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01 Jul 2018TL;DR: In this article, a novel and effective E-measure (Enhanced-alignment measure) is proposed, which combines local pixel values with the image-level mean value in one term, jointly capturing imagelevel statistics and local pixel matching information.
Abstract: The existing binary foreground map (FM) measures to address various types of errors in either pixel-wise or structural ways. These measures consider pixel-level match or image-level information independently, while cognitive vision studies have shown that human vision is highly sensitive to both global information and local details in scenes. In this paper, we take a detailed look at current binary FM evaluation measures and propose a novel and effective E-measure (Enhanced-alignment measure). Our measure combines local pixel values with the image-level mean value in one term, jointly capturing image-level statistics and local pixel matching information. We demonstrate the superiority of our measure over the available measures on 4 popular datasets via 5 meta-measures, including ranking models for applications, demoting generic, random Gaussian noise maps, ground-truth switch, as well as human judgments. We find large improvements in almost all the meta-measures. For instance, in terms of application ranking, we observe improvementrangingfrom9.08% to 19.65% compared with other popular measures.
480 citations
Authors
Showing all 19051 results
Name | H-index | Papers | Citations |
---|---|---|---|
Gang Chen | 167 | 3372 | 149819 |
Kevin M. Huffenberger | 138 | 402 | 93452 |
Eduardo Salas | 129 | 711 | 62259 |
Akihisa Inoue | 126 | 2652 | 93980 |
Allan H. MacDonald | 119 | 926 | 56221 |
Hagop S. Akiskal | 118 | 565 | 50869 |
Richard P. Van Duyne | 116 | 409 | 79671 |
Jun Wang | 106 | 1031 | 49206 |
Mubarak Shah | 106 | 614 | 56738 |
Larry L. Hench | 103 | 491 | 55633 |
Michael Walsh | 102 | 963 | 42231 |
Wei Liu | 102 | 2927 | 65228 |
Demetrios N. Christodoulides | 100 | 704 | 51093 |
Paul E. Spector | 99 | 325 | 52843 |
Eric A. Hoffman | 99 | 809 | 36891 |