Matrix size defined by variables

Matrix size defined by variables - Mensajes

#1 Publicado: 23/3/2018 11:30:17
Rens

Rens

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Does anyone know if it is possible to define a variable which will determine the size of a matrix. From where on the created matrix is again an input and not an output.

For exaple:

n:=1 (number of rows)
m:=3 (number of koloms)

creates a matrix of 1 kolom and 3 rows as below

y:= [* * *]

where the '*' are emty and can be spicified by the user.

Beste regards,
Rens Servais
#2 Publicado: 23/3/2018 11:57:07
Arie

Arie

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Check out this example.

Matrix.sm (7,39 KiB) descargado 1360 vez(es).
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#3 Publicado: 23/3/2018 12:34:01
Jean Giraud

Jean Giraud

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Wrote

Does anyone know if it is possible to define a variable which will determine the size of a matrix.



Both ways: empty and '0'

MyMatrix.PNG
#4 Publicado: 23/3/2018 15:18:56
CBG

CBG

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Other solution

Init_Matrix.png


Best Regards

Carlos
#5 Publicado: 24/3/2018 4:47:24
Rens

Rens

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Wrote

Wrote

Does anyone know if it is possible to define a variable which will determine the size of a matrix.



Both ways: empty and '0'

MyMatrix.PNG





Thanks Jean Giraud,

Your solution suits the best for me, but I can not reproduce it. See below. What do I do wrong?

Beste regards,
Rens

Matrix.sm (31,46 KiB) descargado 1325 vez(es).
#6 Publicado: 24/3/2018 7:13:25
Davide Carpi

Davide Carpi

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Wrote

I can not reproduce it



Do one of the following:
  • press CTRL+M
  • write mat(
  • write mat and press the tabulation key
  • on the right side of the windows, click on the first element of the Matrices toolbox
    2018-03-24 11_04_19-SMath Studio - [Page1_].png
  • use the function dialog (press CTRL+E or choose the Insert > Function menu item or click on the fx symbol from the toolbar) choose the Matrix and vector group and search mat (click on whatever item and press m), then double click it or click on the insert button
    Archivo no encontrado. Archivo no encontrado.
    2018-03-24 11_13_08-SMath Studio - [Page1_].png
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A 2 usuarios les gustó este mensaje
Andrey Ivashov 24/3/2018 7:39:00, frapuano 24/3/2018 8:58:00
#7 Publicado: 25/3/2018 23:10:14
Jean Giraud

Jean Giraud

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Wrote

Your solution suits the best for me, but I can not reproduce it



That will work for you. At this point, you can address any element.
The empty matrix has almost no use.

MatrixUtility.PNG
#8 Publicado: 25/3/2018 23:28:48
Jean Giraud

Jean Giraud

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Plenty of matrix manipulation in there.
There are more and more, that should help.

Utilities Matrix Treasury_2 Copy.sm (109,43 KiB) descargado 1307 vez(es).
Utilities Matrix Treasury_0 Copy.sm (376,52 KiB) descargado 1354 vez(es).
Utilities Matrix Treasury_1 Copy.sm (372,39 KiB) descargado 1348 vez(es).
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