国产精品无码一区二区三区免费|日韩无码电影|无码视频在线观看|精品人妻少妇嫩草AV无码专区|亚洲永久无码7777KKK|99久久无码一区人妻A片贼王

Geometric Regularizations for 3D Shape Generation

報(bào)告專家:黃其興,德克薩斯大學(xué)奧斯汀分校

報(bào)告時(shí)間:2024年8月8日 14:00-17:00

報(bào)告地點(diǎn):環(huán)保園4號(hào)樓316會(huì)議室


報(bào)告摘要:

Generative models, which map a latent parameter space to instances in an ambient space,enjoy various applications in 3D Vision and related domains. A standard scheme of these models is probabilistic, which aligns the induced ambient distribution of a generative model from a prior distribution of the latent space with the empirical ambient distribution of training instances. While this paradigm has proven to be quite successful on images, its current applications in 3D generation encounter fundamental challenges in the limited training data and generalization behavior. The key difference between image generation and shape generation is that 3D shapes possess various priors in geometry, topology, and physical properties. Existing probabilistic 3D generative approaches do not preserve these desired properties, resulting in synthesized shapes with various types of distortions. In this talk, I will discuss recent work that seeks to establish a novel geometric framework for learning shape generators. The key idea is to model various geometric, physical, and topological priors of 3D shapes as suitable regularization losses by developing computational tools in differential geometry and computational topology. We will discuss the applications in deformable shape generation, latent space design, joint shape matching, and 3D man-made shape generation.


講者簡介:

Qixing Huang is an associate professor with tenure at the computer science department of the University of Texas at Austin. His research sits at the intersection of graphics, geometry,optimization, vision, and machine learning. He has published more than 100 papers at leading venues across these areas. His research has received several awards, including multiple best paper awards, the best dataset award at Symposium on Geometry Processing 2018, IJCAI 2019 early career spotlight, and 2021 NSF Career award. He has also served as area chairs of CVPR, ECCV, ICCV and technical papers committees ofSIGGRAPH andSIGGRAPH Asia,and co-chaired Symposium on Geometry Processing 2020.


岳阳市| 昌平区| 赣榆县| 南投市| 从化市| 江门市| 娱乐| 霞浦县| 潮州市| 清远市| 江川县| 潼关县| 江城| 甘孜县| 乃东县| 车险| 丰原市| 乐东| 丘北县| 凤凰县| 长汀县| 涿州市| 乡城县| 平定县| 革吉县| 永兴县| 朝阳县| 贡觉县| 金溪县| 南昌市| 龙口市| 吴堡县| 鄂伦春自治旗| 彭泽县| 论坛| 林甸县| 新安县| 个旧市| 花莲市| 台前县| 大足县|