Equivariant amortized inference of poses for cryo-EM
Larissa de Ruijter, Gabriele Cesa

TL;DR
This paper demonstrates that using equivariant amortized inference with $D_4$-equivariant encoders improves convergence speed, accuracy, and efficiency in cryo-EM pose estimation and reconstruction, reducing the need for complex loss functions.
Contribution
It introduces the use of $D_4$-equivariant encoders in cryo-EM pose estimation, eliminating the need for symmetric loss and enhancing convergence and accuracy.
Findings
Equivariant encoders improve convergence speed and frequency.
The $D_4$-equivariant approach outperforms standard methods.
Symmetric loss becomes unnecessary with $D_4$-equivariant encoders.
Abstract
Cryo-EM is a vital technique for determining 3D structure of biological molecules such as proteins and viruses. The cryo-EM reconstruction problem is challenging due to the high noise levels, the missing poses of particles, and the computational demands of processing large datasets. A promising solution to these challenges lies in the use of amortized inference methods, which have shown particular efficacy in pose estimation for large datasets. However, these methods also encounter convergence issues, often necessitating sophisticated initialization strategies or engineered solutions for effective convergence. Building upon the existing cryoAI pipeline, which employs a symmetric loss function to address convergence problems, this work explores the emergence and persistence of these issues within the pipeline. Additionally, we explore the impact of equivariant amortized inference on…
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Taxonomy
TopicsAdvanced Electron Microscopy Techniques and Applications · Advanced X-ray Imaging Techniques
