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Variational quantum algorithm for the Poisson equation
The Poisson equation has wide applications in many areas of science and engineering.
Although there are some quantum algorithms that can efficiently solve the Poisson equation …
Although there are some quantum algorithms that can efficiently solve the Poisson equation …
Variational quantum algorithms for Poisson equations based on the decomposition of sparse Hamiltonians
HM Li, ZX Wang, SM Fei - Physical Review A, 2023 - APS
Solving a Poisson equation is generally reduced to solving a linear system with a coefficient
matrix A of entries aij, i, j= 1, 2,..., n, from the discretized Poisson equation. Although the …
matrix A of entries aij, i, j= 1, 2,..., n, from the discretized Poisson equation. Although the …
[HTML][HTML] Finite-difference methods for solving 1D Poisson problem
N Serge - Discrete and Continuous Models and Applied …, 2022 - cyberleninka.ru
The paper discusses the formulation and analysis of methods for solving the one-
dimensional Poisson equation based on finite-difference approximations-an important and …
dimensional Poisson equation based on finite-difference approximations-an important and …
DISCRETE AND CONTINUOUS MODELS AND APPLIED COMPUTATIONAL SCIENCE
S NDAYISENGA, LA SEVASTIANOV… - … MODELS AND APPLIED …, 2022 - elibrary.ru
The paper discusses the formulation and analysis of methods for solving the one-
dimensional Poisson equation based on finite-difference approximations-an important and …
dimensional Poisson equation based on finite-difference approximations-an important and …
SIXTH-ORDER COMPACT FINITE DIFFERENCE METHOD WITH DISCRETE SINE TRANSFORM FOR SOLVING POISSON EQUATION SUBJECT TO DIRICHLET …
A Amanuel Hossiso Gatiso - 2020 - ir.haramaya.edu.et
In this thesis, an efficient algorithm based on sixth-order compact finite difference and fast
discrete sine transform is developed for solving one and two dimensional Poisson equations …
discrete sine transform is developed for solving one and two dimensional Poisson equations …
[PDF][PDF] Max-Planck-Institut für Mathematik in den Naturwissenschaften Leipzig
I Velcic - webdoc.sub.gwdg.de
Starting from 3D elasticity equations we derive the model of the homogenized von Kármán
plate by means of Γ-convergence. This generalizes the recent results, where the material …
plate by means of Γ-convergence. This generalizes the recent results, where the material …