Christine Tobler
MathWorks
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Graph and Network Algorithms, Linear Algebra, Quantum Computing
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Finite elements model using STABIL
Since this is finite-element-based, my first thought is that you may have some all-zero rows or columns in matrix K. That can ha...
environ un mois il y a | 0
Why is the timing for decomposition and backsolve for M and M' so different?
Thank you for including the smaller matrices to reproduce the issue! It seems you're running into an edge case where we detect ...
environ 2 mois il y a | 3
| A accepté
How does the svd function determine or fix the phase of singular vectors?
Hi Lv-lin, 1. MATLAB computes SVD internally through a completely separate algorithm than EIG, with both algorithms provided b...
2 mois il y a | 1
Iterating the eigenvalue function (eig) produces patterns --- is this a well known result?
Hi David, This is very interesting! To answer your questions: oo one question is, is this well known behavior? I'm not awa...
3 mois il y a | 0
double free or corruption (out) error when using MATLAB Runtime 2023b
This seems to point to a memory corruption, the source of which is always hard to pinpoint (since the corruption could have happ...
4 mois il y a | 0
Calculate eigenfunctions to known eigenvalues
Unfortunately, there isn't a painless way to do this. That is, it's likely that writing new code to get eigenvectors given the e...
4 mois il y a | 0
| A accepté
Backslash (mldivide) slower than inverse and multiplication
Hi AB, This is an interesting question. The conventional wisdom is based on the computational complexity, meaning it prioritize...
5 mois il y a | 10
| A accepté
Symbolic Eigenvalue Assignment with Matlab Symbolic Math Toolbox
It seems that the svd function in Symbolic Toolbox supports the one-output syntax in general, but only supports the 3-input synt...
6 mois il y a | 0
| A accepté
real power of matrices
I'm not seeing the described behavior: x = [1 0 0; 0 1 0; 2 3 1]; y = mpower(x, 0.5) y*y Can you try to rerun the code?
7 mois il y a | 0
How does Matlabs svd() function calculate the value of V?
Hi Caleb, Happy to discuss the svd with you! That being said, as others here have mentioned, svd is a building block and not e...
7 mois il y a | 1
NaN output only when using three ouput for QR
The 3-output syntax and the 2-output syntax of QR use different implementations, so that's likely the reason you're seeing diffe...
8 mois il y a | 1
In a (possibly directed) graph, is there a simple way to find all nodes reachable for a given node?
The quickest way to find all nodes reachable from a given node is using the nearest function with Inf as the distance: g = digr...
9 mois il y a | 1
eig() working where eigs() doesn't
The 'largestreal' option can be useful, but this depends on the problem. The iteration inside eigs will naturally find the eigen...
10 mois il y a | 0
Should mldivide Return a Solution for Square, Rank-Deficient, but Consistent Set of Linear Equations?
Hi Paul! You can use x = linsolve(A, b, struct('RECT', true)); to use the QR method of mldivide even if A is square. To get ...
10 mois il y a | 3
| A accepté
how can improve limitation of input simulation function of quantum circuit.limitation is number of qubits
The limit of 20-30 qubits is what would be expected for a state vector simulation, which requires a vector of length 2^NumQubits...
12 mois il y a | 0
Problem in assigning proper eigevalues in a for-loop
Sorting the returned eigenvalues by their real part (since you are plotting only the real part of the eigenvalues) should help. ...
12 mois il y a | 0
| A accepté
polyeig calculating few polynomial eigenvalue
While there is no equivalent to eigs for polyeig, if you just need some eigenvalues, you could step through polyeig.m and get wh...
12 mois il y a | 0
Numerical search for the singular points of a complex matrix
From your description, it appears you have a nonlinear eigenvalue problem (a matrix A(lambda) where you are looking for a comple...
12 mois il y a | 0
Non Linear Eigenvalue problem
Sorry for answering so long after the initial post. One option you could consider for solving a nonlinear eigenvalue problem is ...
12 mois il y a | 0
Incorrect evaluation by Composite Quantum Gate
The issue is a typo in your code. Instead of constructing 3 identity gates, your third gate is an X gate: innerUGates = [idGate...
environ un an il y a | 0
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Remove node and reconnect edges in a very large graph
It is usually best to first compute all the edges / nodes to act on, and then modify the graph in one step with all of them: G1...
plus d'un an il y a | 0
How to find the best solution to make eigs function converge?
It seems that the eigenvalues of H are pure imaginary (I'm seeing real parts of magnitude about 1e-14, and the maximum imaginary...
plus d'un an il y a | 0
Call to inv() function seems to have (undesired) impact on Thread pool or maxNumCompThreads()
I asked around internally, and there was an issue that looks very similar in R2023b that has been fixed in R2024a. If you have R...
plus d'un an il y a | 0
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solving linear system with decomposition(A,'qr') and qr(A) produce different results
There are two reasons that the results don't match: 1) When the matrix is not full-rank, the QR-based solver in decomposition o...
plus d'un an il y a | 1
| A accepté
What is the most computationally efficient factorization of a matrix A?
Your solution is correct. Of the factorizations you know (PA=LU, the Choleski, SVD and the QR factorization), only LU and Chole...
plus d'un an il y a | 1
Improving Precision of Eigenvectors with Large Eigenvalues
The linked post is about a symmetric matrix, is this also your case? In that case (if issymmetric returns true for your matrix),...
plus d'un an il y a | 2
| A accepté
Join Subgraphs into a new Graph
Here's a quick example based on a guess at how you would like to merge the graphs: G1 = graph(["A" "B" "C"], ["B" "C" "D"]); G...
plus d'un an il y a | 1
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how to increase node/edge separation within the layer in the layered graph?
You can access the XData and YData properties of the GraphPlot object returned by plot, to move the nodes further apart. Note i...
plus d'un an il y a | 0
Nonorthogonal eigenvectors for general eigenvalue problem with eig() and eigs()
For simple eigenvalue problem A*x = lambda*x, the eigenvalues are real and the eigenvectors can form an orthogonal basis only if...
plus d'un an il y a | 0
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Name for adjancy-to-graph algorithm?
The graph object in MATLAB uses an internal data format that is very similar to a sparse adjacency matrix, so the construction o...
plus d'un an il y a | 0
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