Mobile Python tutorMenu-based self-explanationParsons problemsThe overarching goal of our project is to design effective learning activities for PyKinetic, a smartphone Python tutor. In this paper, we present a
python main.py --job-type extract_feature --output-root${output_root} Build Index We build the post-training index (HNSW in this case) based on target embedding. The index-related files (in numpy npy format) will be saved in${output_root}/index ...
$ curl -Ohttps://raw.githubusercontent.com/mne-tools/mne-python/master/environment.yml $ conda env create -f environment.yml $ source activate mne $ mne coreg I've pasted in the voluminous error at the bottom. The interface pops up, and looks fine, but no brain is shown and the erro...
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In this paper we present PyFR, an open-source Python based framework for solving advection–diffusion type problems on streaming architectures using the FR approach. The framework is designed to solve a range of governing systems on mixed unstructured grids containing various element types. It is ...
In nonlinear optimization problems based on engineering models, often the variable vector x can be decomposed into x=(y,u) where y has dimension ng and u has dimension nx−ng. In such cases, nonsingularity of the Jacobian of g with respect to y, ∇ygT, is sufficient for linear indep...
On the other hand, our algorithm combines lattice-based techniques, such as lattice-reduction algorithms, with optimization techniques using quantum annealing machines. The biggest difference between our algorithm and the GVW algorithm is that our algorithm reduces an LWE problem to several small MIS ...
However, POD-based solutions on a linear subspace are often restrictive for highly nonlinear problems where reduced spaces lie in nonlinear manifolds. More recently, nonlinear compression using autoencoder-based deep learning (DL) architectures or nonlinear manifold approach5,6,8,9 has been suggested ...
"A projection-based variational multiscale method for the optimal control problems governed by the stationary Navier–Stokes equations." Applied Numerical Mathematics (2016). \left\{\begin{aligned} &\min_{y,u} J(y, u):=\frac{1}{2}\left\|y-y_{d}\right\|_{L_{2}(\Omega)}^{2}+\...
after installing python-certifi-win32 as non-admin under windows 10 (python also installed as non-admin) it seems, that every startup of a python runtim environment fails. Even a simple "pip" leads to PermissionError: [WinError 32] Der Prozess kann nicht auf die Datei zugreifen, da sie...