822 research outputs found
Compact Toeplitz Operators for Weighted Bergman Spaces on Bounded Symmetric Domains
No full textLet Omega subset of C(d) be an irreducible bounded symmetric domain of type (r, a, b) in its Harish-Chandra realization. We study Toeplitz operators T(g)(v) with symbol g acting on the standard weighted Bergman space H(v)(2) over Omega with weight nu. Under some conditions on the weights nu and nu (0) we show that there exists C(nu, nu (0)) > 0, such that the Berezin transform (g) over tilde nu 0 of g with respect to H(nu 0)(2) satisfies: parallel to(g) over tilde (nu 0)parallel to(infinity) C where C is a constant depending on (r, a, b).DFG (Deutsche Forschungsgemeinschaft
Khayar (Issa Hassan) : Tchad. Regards sur les élites ouaddaïennes
No full textLanne Bernard. Khayar (Issa Hassan) : Tchad. Regards sur les élites ouaddaïennes. In: Revue française d'histoire d'outre-mer, tome 77, n°289, 4e trimestre 1990. Le fait français et le Canada (2e partie) sous la direction de Jacques Portes. p. 209
Issa Hassan Khayar, Regards sur les élites ouaddaïennes. Paris, C.N.R.S., 1984
No full textTriaud Jean-Louis. Issa Hassan Khayar, Regards sur les élites ouaddaïennes. Paris, C.N.R.S., 1984. In: Bulletin critique des annales islamologiques, n°5, 1988. pp. 172-173
Commuting Toeplitz operators with quasi-homogeneous symbols on the Segal–Bargmann space
No full textAbstractLet T=Tzlz¯k with l,k∈N0 be a Toeplitz operator with monomial symbol acting on the Segal–Bargmann space over the complex plane. We determine the symbols Ψ of polynomial growth at infinity such that TΨ and Tzlz¯k commute on the space of all holomorphic polynomials. By using polar coordinates we represent Ψ as an infinite sum Ψ(reiθ)=∑j=−∞∞Ψj(r)eijθ. Then we are able to reduce the above problem to the case of quasi-homogeneous symbols Ψ=Ψjeijθ. We obtain the radial part Ψj(r) in terms of the inverse Mellin transform of an expression which is a product of Gamma functions and a trigonometric polynomial. If we allow operator symbols of higher growth at infinity, we point out that in some of the cases more than one Toeplitz operator TΨjeijθ exists commuting with T
In-service education and training of EFL teachers in Saudi Arabia : a study of current provision and future needs
No full textCore data for analysis (Comprehension of wh- questions among Jordanian children with autism spectrum disorder and specific language impairment)
No full textData analyzed in the Humanities and Social Sciences Communication
HEVC-SVS: Low-level HEVC features and CNN features for TVSum, SumMe, OVP and VSUMM datasets
No full textProposed HEVC feature sets along with CNN features from GoogleNet, AlexNet, Inception-ResNet-V2, and VGG16 for TVSum, SumMe, OVP and VSUMM datasets. The new modified datasets names are "HEVC-SVS-TVSum", "HEVC-SVS-SumMe", "HEVC-SVS-OVP" and "HEVC-SVS-VSUMM", respectively.The datasets contain the original ground truth data they came with, and these stayed unmodified.Upon using any of these datasets, please do cite our publications where we proposed the HEVC feature set for the first time:If you are using (HEVC-SVS-OVP) and/or (HEVC-SVS-VSUMM) datasets: https://ieeexplore.ieee.org/document/9815254/@article{issa_cnn_2022,title = {{CNN} and {HEVC} {Video} {Coding} {Features} for {Static} {Video} {Summarization}},volume = {10},issn = {2169-3536},url = {https://ieeexplore.ieee.org/document/9815254/},doi = {10.1109/ACCESS.2022.3188638},urldate = {2022-09-29},journal = {IEEE Access},author = {Issa, Obada and Shanableh, Tamer},year = {2022},pages = {72080--72091},}If you are using (HEVC-SVS-TVSum) and/or (HEVC-SVS-SumMe) datasets: https://www.mdpi.com/2076-3417/13/10/6065@article{issa_static_2023,title = {Static {Video} {Summarization} {Using} {Video} {Coding} {Features} with {Frame}-{Level} {Temporal} {Subsampling} and {Deep} {Learning}},volume = {13},issn = {2076-3417},url = {https://www.mdpi.com/2076-3417/13/10/6065},doi = {10.3390/app13106065},number = {10},journal = {Applied Sciences},author = {Issa, Obada and Shanableh, Tamer},month = may,year = {2023},pages = {6065},}Make sure to also cite the original authors for each of the datasets:TVSum (https://people.csail.mit.edu/yalesong/tvsum/)SumMe (https://gyglim.github.io/me/vsum/index.html)OVP and VSUMM (https://www.sites.google.com/site/vsummsite/download)Acknowledgement:The work in this research project is supported by the American University of Sharjah under research grant number FRG22-E-E44. This research work represents the opinions of the author(s) and does not mean to represent the position or opinions of the American University of Sharjah
Interview with Moushira Issa
No full textلقاء مع عازفة البيانو المصرية الدكتورة مشيرة عيسى بمناسبة جولتها في الولايات المتحدة الأمريكية بدعوة من الجالية العربية هناك. أجرى هذا اللقاء حسن شمس الدين.An interview with Egyptian pianist Dr. Moushira Issa about her tour in the United States of America at the invitation of the Arab community there. Interview conducted by Hassan Shams El Din
Interview with Sulaiman al-Issa – Part 1
No full textلقاء مع الشاعرالسوري سليمان العيسى حول إبداعاته للطفل العربي. أجرى هذا اللقاء حسن شمس الدين.An interview with Syrian poet Sulaiman al-Issa about his creations for children. Interview conducted by Hassan Shams El Din. (Part I
Interview with Ibrahim Issa
No full textفي هذه المقابلة، يتحدث الشاعر المصري إبراهيم عيسى، عضو المجلس الأعلى للثقافة، عن ديوانه الجديد "على شاطئ النور". أجرى المقابلة حسن شمس الدين.In this interview, Ibrahim Issa, an Egyptian poet, speaks about his new collection titled "On the Shore of Light". The interview was conducted by Hassan Shams al-Din
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