It includes pre-defined scalar potentials for well-known problems that also have analytic solutions, as well as a couple of other simple systems I've seen floating around and solved, e.g., via eigenvalue calculations. It's also possible to customize scalar potentials in a few...
Quasi-exactly solvable 1D quantum problems: location of analytically treatable eigenstatesG Krylov
neural-network eigen lstm inference-engine eigen3 inference-optimization conv1d Updated May 15, 2023 C++ techpro-studio / NNToolkitCore Star 8 Code Issues Pull requests Cross-platform mobile Neural network C library for training and inference on the device. CPU only. It fits for time-seri...
This paper introduces shortly recent progress on the following three problems: The principal eigenvalue in four cases, isospectral operators, and discrete spectrum, for birth-death processes and one-dimensional diffusion processes. Unified basic estimate
The corresponding transfer function is the eigenvalue corresponding to the eigenfunction e ( x , t ) = e s x + u t , ( x , t ) ∈ R 2 , ( u , s ) ∈ C 2 . It is given by H ( u , s ) = ∑ k = 0 M ∑ j = 0 M b k , j u α k s β j ∑ k = 0...
The corresponding transfer function is the eigenvalue corresponding to the eigenfunction e ( x , t ) = e s x + u t , ( x , t ) ∈ R 2 , ( u , s ) ∈ C 2 . It is given by H ( u , s ) = ∑ k = 0 M ∑ j = 0 M b k , j u α k s β j ∑ k = 0...
While the function of PCA is to extract eigenporn of the skin ROIs images and to project the skin ROI vector using the obtained eigenporns to holistic features. The main aim of this research is to optimize the accuracy and false rejection rate of the skin probability and fusion descriptor ...
where x, b2, and S denote the input signal, the offset, and the pooling eigenvector, respectively. Moreover, the pooling domain is a 1 × a vector. The pooling process has a moving step of a. It should be indicated that the input signal pooling process with a length of 1 ×...
The eigenvector eν,κα(q) is obtained by diagonalizing the mass-scaled dynamical matrix \({D}_{\kappa \alpha ,\kappa ^{\prime} \beta }({{{\bf{q}}})/\sqrt{{m}_{\kappa }{m}_{\kappa ^{\prime} }}\) with the corresponding eigenfrequency ων(q) for the phonon mode ν at...
As H and H are related by the similarity transformation (3.10) they have the same spectra and so the same minimal eigenvalue E H |g1 = E|g1 , H | ± v = E| ± v . (3.12) We claim that | + v = D−−v1|g1 . (3.13) Note that this is consistent with (3.12) as ...