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You [mentioned](https://discourse.julialang.org/t/mcmc-landscape/25654/40) having a toy implementation for RHMC. Is the code available somewhere? I would like to experiment with it using [higher order…
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Instead of embedding the simplicial complex, we can implement everything with the intrinsic manifold view.
This means that the vertices no longer have coordinates, but all the geometry information st…
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Hi!
I have been working on stochastic frozen flow integrators, with the goal of creating new efficient intrinsic methods for solving SDEs on manifolds, implementing them, and adding them to the Manif…
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Semi-Riemannian manifolds require different methods, see https://arxiv.org/abs/1812.07643 .
* [ ] Finding ONBs,
* [ ] indefinite orthogonal group,
* [ ] pseudo-spheres,
* [ ] pseudo-hyperbolic spa…
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Is there the chance to get an "equivalent" measure of correlation as the Pearson correlation between variables. I'm referring to the paper ["Canonical Correlation Analysis on Riemannian Manifolds and …
sazio updated
2 years ago
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Hamiltonian Monte Carlo methods
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1. Vanilla HMC
2. Riemannian Manifold HMC
3. Lagrangian HMC
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Add table of types of constraints on manifolds: Riemannian,
symplectic, almost complex, complex, Kahler, hyperKahler, special
Kahler, quaternionic, Calabi-Yau... Mention examples (e.g. K3, C^2/Gamma)
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I was looking for precisely something like your app but in the category of Lattices. It occurred to me that it would be useful in many categories (Groups, Sheaves, TopSpaces, Riemannian manifolds, etc…
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The formula for Grassmann is in Q. Rentmeesters, “A gradient method for geodesic data fitting on some symmetric Riemannian manifolds,” in 2011 50th IEEE Conference on Decision and Control and European…
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The main purpose of this ticket is to give the possibility of entering the components of a metric while declaring this metric on a manifold.
In this ticket, there is a method which determine the si…