photo

Bidsitlov


Attivo dal 2016

Followers: 0   Following: 0

Statistica

  • Thankful Level 1

Visualizza badge

Feeds

Visto da

Risposto
I want to export my Data in a Cell Array to an Excel file, as tidy as possible. I need help with my Matrices, as they are exported with Semi-Colon notation.
The answer has been given here: <http://stackoverflow.com/questions/37530468/i-want-to-export-my-data-in-a-cell-array-to-an-e...

oltre 8 anni fa | 0

Domanda


I want to export my Data in a Cell Array to an Excel file, as tidy as possible. I need help with my Matrices, as they are exported with Semi-Colon notation.
I have a Cell Array of dimensions 2 by 40, and each cell contains a matrix of dimensions 3 by 3: [3x3 double] [3x3 double...

oltre 8 anni fa | 1 risposta | 0

1

risposta

Domanda


How can I export Matrices in a Cell data?
I have a cell array which contains matrix data that I want to export: x x x x x ... x x x x x ...

oltre 8 anni fa | 1 risposta | 0

1

risposta

Domanda


How can I visualize a Matrix Data in Workspace in common Matrix notation, instead of with semicolon notation?
I'm dealing with huge sets of matrices and I want to print them. However in Workspace data is shown as: [x x x; x x x; x ...

oltre 8 anni fa | 1 risposta | 0

1

risposta

Domanda


Vectorization of a nested for loop, where inner counter depends on outer one.
Hi, I'm trying to vectorize the following code: for i=3:6 for j=i:6 howmuch = howmuch + factorial(j) / factorial(j - i...

oltre 8 anni fa | 1 risposta | 0

1

risposta

Risposto
How can I generate all permutations of a matrix, in which value "1" cannot be repeated in any column or row? Rest of the elements are identical, and a number between 0 and 1.
Alright, so personal solution is below: function [matrixlist] = allperms(dim1,dim2,J) howmuch = factorial(dim2) / factor...

oltre 8 anni fa | 0

Domanda


How can I generate all permutations of a matrix, in which value "1" cannot be repeated in any column or row? Rest of the elements are identical, and a number between 0 and 1.
Each row *must* have at least an element with value 1. Say we have 3 by 4 matrix. Then an acceptable arrangement would be: ...

oltre 8 anni fa | 2 risposte | 0

2

risposte