GitHub - JunLi-Galios/Optimization-on-Stiefel-Manifold-via-Cayley-Transform: Efficient Riemannian Optimization on Stiefel Manifold via Cayley Transform
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Numerical Methods for Stochastic Differential Equations in Stiefel Manifolds via the Cayley Transform | Semantic Scholar
![CDC (2 papers): Wasserstein minimax control of ambiguous linear stochastic systems & Nonconvex optimization on the Stiefel manifold – CORE@SNU CDC (2 papers): Wasserstein minimax control of ambiguous linear stochastic systems & Nonconvex optimization on the Stiefel manifold – CORE@SNU](http://coregroup.snu.ac.kr/wp-content/uploads/2020/07/ackley-copy-scaled.jpg)
CDC (2 papers): Wasserstein minimax control of ambiguous linear stochastic systems & Nonconvex optimization on the Stiefel manifold – CORE@SNU
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Nonlinear distributed state estimation on the Stiefel manifold using diffusion particle filters - ScienceDirect
Computation of an average matrix by a Stiefel-manifold retraction. The... | Download Scientific Diagram
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Econometrics | Free Full-Text | State-Space Models on the Stiefel Manifold with a New Approach to Nonlinear Filtering
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A non-intrusive space-time interpolation from compact Stiefel manifolds of parametrized rigid-viscoplastic FEM problems | SpringerLink
![PDF] Nonsmooth Optimization over Stiefel Manifold: Riemannian Subgradient Methods | Semantic Scholar PDF] Nonsmooth Optimization over Stiefel Manifold: Riemannian Subgradient Methods | Semantic Scholar](https://d3i71xaburhd42.cloudfront.net/c7075f6828415c67682df37c6280bccdd0442b92/9-Figure1-1.png)
PDF] Nonsmooth Optimization over Stiefel Manifold: Riemannian Subgradient Methods | Semantic Scholar
Numerical Methods for Stochastic Differential Equations in Stiefel Manifolds via the Cayley Transform
![Nonsmooth Optimization over Stiefel Manifold: Riemannian Subgradient Methods: Paper and Code - CatalyzeX Nonsmooth Optimization over Stiefel Manifold: Riemannian Subgradient Methods: Paper and Code - CatalyzeX](https://ai2-s2-public.s3.amazonaws.com/figures/2017-08-08/973ca88994441cea3d054d3f93b852c4f39c8105/9-Figure1-1.png)