Zobrazeno 1 - 10
of 2 498
pro vyhledávání: '"Van Lê"'
Autor:
Telili, Ahmed, Hamidouche, Wassim, Farhat, Ibrahim, Amirpour, Hadi, Timmerer, Christian, Khadraoui, Ibrahim, Lu, Jiajie, Van Le, The, Baek, Jeonneung, Lee, Jin Young, Wei, Yiying, Sun, Xiaopeng, Gao, Yu, Huangl, JianCheng, Zhong, Yujie
Omnidirectional (360-degree) video is rapidly gaining popularity due to advancements in immersive technologies like virtual reality (VR) and extended reality (XR). However, real-time streaming of such videos, especially in live mobile scenarios like
Externí odkaz:
http://arxiv.org/abs/2411.06738
We completely determine the asymptotic depth, equivalently, the asymptotic projective dimension of a chain of edge ideals that is invariant under the action of the monoid Inc of increasing functions on the positive integers. Our results and their pro
Externí odkaz:
http://arxiv.org/abs/2409.06252
Autor:
Van Le, Dinh, Römer, Tim
We study lattices in free abelian groups of infinite rank that are invariant under the action of the infinite symmetric group, with emphasis on finiteness of their equivariant bases. Our framework provides a new method for proving finiteness results
Externí odkaz:
http://arxiv.org/abs/2309.07246
Text-to-image diffusion models are nothing but a revolution, allowing anyone, even without design skills, to create realistic images from simple text inputs. With powerful personalization tools like DreamBooth, they can generate images of a specific
Externí odkaz:
http://arxiv.org/abs/2303.15433
Any-scale image synthesis offers an efficient and scalable solution to synthesize photo-realistic images at any scale, even going beyond 2K resolution. However, existing GAN-based solutions depend excessively on convolutions and a hierarchical archit
Externí odkaz:
http://arxiv.org/abs/2303.14157
Autor:
Van Le, Dinh, Nguyen, Hop D.
Ideals in infinite-dimensional polynomial rings that are invariant under the action of the monoid of increasing functions have been extensively studied recently. Of particular interest is the asymptotic behavior of truncations of such an ideal in fin
Externí odkaz:
http://arxiv.org/abs/2206.15141
Autor:
Yu, Hao, Shakeri, Mohammad Sadegh, Somarin, Shahin Keyvani, Sheikhlou, Mehrdad, Namini, Abbas Sabahi, Park, Joo Young, Jung, Sunghoon, Jang, Ho Won, Van Le, Quyet, Kim, Dokyoon, Swiatkowska-Warkocka, Zaneta, Shokouhimehr, Mohammadreza
Publikováno v:
In Journal of Alloys and Compounds 25 November 2024 1006
Autor:
Van Le, Hieu, Hong, Phuong Nguyen Thi, Nguyen, Hue Thi, Kasztelanic, Rafal, Buczyński, Ryszard, Hoang, Van Thuy
Publikováno v:
In Optics Communications 1 November 2024 570
Autor:
Vo, Tan Phat, Nguyen, Minh Thuan, Ho, Thai Anh Thi, Luong, Nguyen Lang Uyen, Van, Le My Uyen, Nguyen, Le Thanh Tam, Nguyen, Dinh Quan
Publikováno v:
In Journal of Molecular Liquids 1 October 2024 411
Autor:
Le, Thu Ha, Van Le, Thang, Bui, Van-Tan, Nguyen, Chinh Chien, Dinh, Minh Tuan Nguyen, Chau, Ngoc Mai, Bui, Van-Tien
Publikováno v:
In Nano Energy October 2024 129 Part A