
GitHub - LLNL/LEAP: comprehensive library of 3D transmission …
comprehensive library of 3D transmission Computed Tomography (CT) algorithms with Python and C++ APIs, a PyQt GUI, and fully integrated with PyTorch - LLNL/LEAP
LEAP New Haven Mentoring
LEAP trains and employs college and high school students to provide academic and social enrichment and mentoring after school and during the summer for children and teens in New …
Learner Engagement and Attendance Program - LEAP - CT.gov
LEAP targeted 15 school districts across Connecticut. Through the program, home visitors connect directly with families and students to establish trusting relationships, help return them …
python安装LEAP工具包【一个新的CT重建工具】 - CSDN博客
2024年11月11日 · 在CT重建中,除了 TIGRE 、 ASTRA 工具包 以外,最近发现一个也比较好用的工具包 LEAP。 该工具包还提供了多个demo,包含平行束、扇形束、锥形束的重建,以及 …
Learner Evaluation and Attendance Program (LEAP) - CT.gov
The Learner Engagement and Attendance Program (LEAP) was launched in April of 2021 to address student absenteeism and disengagement from school due to the COVID-19 …
LEAP/README.md at main · LLNL/LEAP - GitHub
comprehensive library of 3D transmission Computed Tomography (CT) algorithms with Python and C++ APIs, a PyQt GUI, and fully integrated with PyTorch - LLNL/LEAP
LivermorE AI Projector for Computed Tomography — LEAP v1.4 …
LEAP is a C++/CUDA library (Linux, Windows, and Mac) of 3D tomographic algorithms (pre-processing algorithms, projectors, and analytic (FBP) and iterative reconstruction algorithms) …
Releases · LLNL/LEAP - GitHub
comprehensive library of 3D transmission Computed Tomography (CT) algorithms with Python and C++ APIs, a PyQt GUI, and fully integrated with PyTorch - LLNL/LEAP
New Repo: LEAP - LLNL Software Portal
2024年1月7日 · LEAP (LivermorE AI Projector for Computed Tomography) is a C/C++/CUDA library of 3D tomographic projectors (forward and back projection) implemented for both multi …
CT Geometries — LEAP v1.4 documentation
Sets the parameters for a modular-beam CT geometry. The origin of the coordinate system is always at the center of rotation. The forward (P) and back (P*) projection operators are given by