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Solving 2D Poisson equation with Dirichlet boundary conditions in Python

Anton Menshov♦

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Solving 2D Poisson equation with mixed boundary conditions in Python

Anton Menshov♦

8,592

modified 20 hours ago

1 vote

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35 views

Improvement to naive gradient descent implementation for the Thomson problem

Martin C.

225

asked 2 days ago

1 vote

1 answer

55 views

Calculating Madelung constant via Ewald summation

Ian Bush

491

answered Sep 23 at 10:07

16 votes

3 answers

15k views

What is the fastest way to compute all eigenvalues of a very big and sparse adjacency matrix in python?

Daniel Shapero

9,813

modified Sep 22 at 18:33

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21 views

Plotting ground Tracks with Python only using trigonometry

ed190

1

modified Sep 20 at 18:53

2 votes

1 answer

323 views

Adding a "cost term" to a linear regression, so solution values are minimized

CommunityBot

1

modified Sep 19 at 0:05

1 vote

0 answers

18 views

numerical calculation of haldane model arm chair edge states

yangxing844

11

asked Sep 18 at 9:00

2 votes

2 answers

340 views

Problems solving 2D heat equation using physics-informed neural networks

M.Jones

101

answered Sep 8 at 23:28

0 votes

0 answers

41 views

Nanograd differentation; what is going inside the python code

economist101

1

asked Sep 6 at 14:14

0 votes

1 answer

57 views

What is the code in Python for calculating values from factorial relations?

Anton Menshov♦

8,592

modified Sep 3 at 13:15

0 votes

1 answer

127 views

How to improve the efficiency of periodicity detection for long time based lined and gapped datasets

CommunityBot

1

modified Aug 24 at 19:08

0 votes

0 answers

54 views

Solving system of ODEs, where time derivative approaches infinity due top initial condition

HWIK

23

asked Aug 23 at 13:02

1 vote

2 answers

316 views

What algorithm does CVXPY actually use to solve semidefinite programs with the constraints of the form $\sum\limits_i E_iXE_i^T \succ B$?

Marses

131

modified Aug 14 at 8:39

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Solving 2D Poisson equation with Dirichlet boundary conditions in Python

Solving 2D Poisson equation with mixed boundary conditions in Python

Improvement to naive gradient descent implementation for the Thomson problem

Calculating Madelung constant via Ewald summation

What is the fastest way to compute all eigenvalues of a very big and sparse adjacency matrix in python?

Plotting ground Tracks with Python only using trigonometry

Adding a "cost term" to a linear regression, so solution values are minimized

numerical calculation of haldane model arm chair edge states

Problems solving 2D heat equation using physics-informed neural networks

Nanograd differentation; what is going inside the python code

What is the code in Python for calculating values from factorial relations?

How to improve the efficiency of periodicity detection for long time based lined and gapped datasets

Solving system of ODEs, where time derivative approaches infinity due top initial condition

What algorithm does CVXPY actually use to solve semidefinite programs with the constraints of the form $\sum\limits_i E_iXE_i^T \succ B$?

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