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References
[1]
Retondaro Luis C.S.C., Esperança Claudio, Optimized 2D ball trees for shape layout applications, Comput Graph 103 (2022) 129–139,.
[2]
Pocco Ximena, da Silva Tiago, Poco Jorge, Nonato Luis Gustavo, Gomez-Nieto Erick, Exploring scientific literature by textual and image content using DRIFT, Comput Graph 103 (2022) 140–152,.
[3]
Munz Tanja, Väth Dirk, Kuznecov Paul, Vu Ngoc Thang, Weiskopf Daniel, Visualization-based improvement of neural machine translation, Comput Graph 103 (2022) 45–60,.
[4]
Rink Karsten, Şen Özgür Ozan, Hannemann Marco, Ködel Uta, Nixdorf Erik, Weber Ute, et al., An environmental exploration system for visual scenario analysis of regional hydro-meteorological systems, Comput Graph 103 (2022) 192–200,.
[5]
Buck Valentin, Stäbler Flemming, Mohrmann Jochen, González Everardo, Greinert Jens, Visualising geospatial time series datasets in realtime with the digital earth viewer, Comput Graph 103 (2022) 121–128,.
[6]
Lumley Sam, Sieber Renee, Roth Robert, A framework and comparative analysis of web-based climate change visualization tools, Comput Graph 103 (2022) 19–30,.
[7]
Chalmers Andrew, Zickler Todd, Rhee Taehyun, Illumination browser: An intuitive representation for radiance map databases, Comput Graph 103 (2022) 101–108,.
[8]
Bibissi Daryl L., Yang Jiaqi, Quan Siwen, Zhang Yanning, Dual spin-image: A bi-directional spin-image variant using multi-scale radii for 3D local shape description, Comput Graph 103 (2022) 180–191,.
[9]
Ito Tomohiko, Kaneko Teruyoshi, Tanaka Yoshiki, Saga Sato, An interactive sketch-based CAD interface realizing geometrical and topological editing across multiple objects based on fuzzy logic, Comput Graph 103 (2022) 153–167,.
[10]
Li Zijie, Farimani Amir Barati, Graph neural network-accelerated Lagrangian fluid simulation, Comput Graph 103 (2022) 201–211,.
[11]
Han Jun, Wang Chaoli, TSR-VFD: Generating temporal super-resolution for unsteady vector field data, Comput Graph 103 (2022) 168–179,.
[12]
You Jiawei, Huai Yongjian, Nie Xiaoying, Chen Yuanyuan, Real-time 3D visualization of forest fire spread based on tree morphology and finite state machine, Comput Graph 103 (2022) 109–120,.
[13]
Zhou Ruqin, Wang Hanyun, Li Xixing, Guo Yulan, Dai Chenguang, Jiang Wanshou, MaskNet++: Inlier/outlier identification for two point clouds, Comput Graph 103 (2022) 90–100,.
[14]
Ayerbe Alejandro Cosin, Patow Gustavo, Clustered voxel real-time global illumination, Comput Graph 103 (2022) 75–89,.
[15]
Ibrahim Muhammad Twaha, Majumder Aditi, Gopi M., Dynamic projection mapping on deformable stretchable materials using boundary tracking, Comput Graph 103 (2022) 61–74,.
[16]
Diniz Rafael, Freitas Pedro Garcia, Farias Mylene C.Q., Point cloud quality assessment based on geometry-aware texture descriptors, Comput Graph 103 (2022) 31–44,.
[17]
Sharma Vandit, Bhagat Kaushal Kumar, Huang Huai-Hsuan, Chen Nian-Shing, The design and evaluation of an AR-based serious game to teach programming, Comput Graph 103 (2022) 1–18,.
[18]
Çavuş Sencer, Baran Mehmet, Product path guiding with semi-adaptive spatio-directional tree, Comput Graph 103 (2022) 212–222,.
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Elsevier Ltd.
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Pergamon Press, Inc.
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Published: 01 April 2022
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