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Is there a way to define xmat*{M}{n}{m} in the physics package

0

As titled, I want the commandmqty*{M}{n}{m} to generate a matrix like this:

$$

    begin{pmatrix}

        M_{ 11 }  & M_{ 12 }  & M_{ 13 }  & cdots & M_{ 1m }  \

        M_{ 21 }  & M_{ 22 }  & M_{ 23 }  & cdots & M_{ 2m }  \

        M_{ 31 }  & M_{ 32 }  & M_{ 33 }  & cdots & M_{ 3m }  \

        vdots & vdots & vdots & ddots & vdots \

        M_{ n1 }  & M_{ n2 }  & M_{ n3 }  & cdots & M_{ nm }  \

    end{pmatrix} 

$$

Also, I want this command to be applicable to finite column or row vectors (if this can also be used for matrices/vectors with infinite order would be even better) as well. (e.g. xmat*{v}{n}{1}, xmat*{M}{5}{n}) Do I have to create a new command for every document or is there other ways to achieve this?

Thank you

physics

share

edited 2 mins ago

Frank Wang

asked 7 mins ago

Frank WangFrank Wang

1

New contributor

Frank Wang is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.

add a comment | 

0

As titled, I want the commandmqty*{M}{n}{m} to generate a matrix like this:

$$

    begin{pmatrix}

        M_{ 11 }  & M_{ 12 }  & M_{ 13 }  & cdots & M_{ 1m }  \

        M_{ 21 }  & M_{ 22 }  & M_{ 23 }  & cdots & M_{ 2m }  \

        M_{ 31 }  & M_{ 32 }  & M_{ 33 }  & cdots & M_{ 3m }  \

        vdots & vdots & vdots & ddots & vdots \

        M_{ n1 }  & M_{ n2 }  & M_{ n3 }  & cdots & M_{ nm }  \

    end{pmatrix} 

$$

Also, I want this command to be applicable to finite column or row vectors (if this can also be used for matrices/vectors with infinite order would be even better) as well. (e.g. xmat*{v}{n}{1}, xmat*{M}{5}{n}) Do I have to create a new command for every document or is there other ways to achieve this?

Thank you

physics

share

edited 2 mins ago

Frank Wang

asked 7 mins ago

Frank WangFrank Wang

1

New contributor

Frank Wang is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.

add a comment | 

As titled, I want the commandmqty*{M}{n}{m} to generate a matrix like this:

$$

    begin{pmatrix}

        M_{ 11 }  & M_{ 12 }  & M_{ 13 }  & cdots & M_{ 1m }  \

        M_{ 21 }  & M_{ 22 }  & M_{ 23 }  & cdots & M_{ 2m }  \

        M_{ 31 }  & M_{ 32 }  & M_{ 33 }  & cdots & M_{ 3m }  \

        vdots & vdots & vdots & ddots & vdots \

        M_{ n1 }  & M_{ n2 }  & M_{ n3 }  & cdots & M_{ nm }  \

    end{pmatrix} 

$$

Also, I want this command to be applicable to finite column or row vectors (if this can also be used for matrices/vectors with infinite order would be even better) as well. (e.g. xmat*{v}{n}{1}, xmat*{M}{5}{n}) Do I have to create a new command for every document or is there other ways to achieve this?

Thank you

physics

share

edited 2 mins ago

Frank Wang

asked 7 mins ago

Frank WangFrank Wang

1

New contributor

Frank Wang is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.

$$

    begin{pmatrix}

        M_{ 11 }  & M_{ 12 }  & M_{ 13 }  & cdots & M_{ 1m }  \

        M_{ 21 }  & M_{ 22 }  & M_{ 23 }  & cdots & M_{ 2m }  \

        M_{ 31 }  & M_{ 32 }  & M_{ 33 }  & cdots & M_{ 3m }  \

        vdots & vdots & vdots & ddots & vdots \

        M_{ n1 }  & M_{ n2 }  & M_{ n3 }  & cdots & M_{ nm }  \

    end{pmatrix} 

$$

share

edited 2 mins ago

Frank Wang

asked 7 mins ago

Frank WangFrank Wang

1

New contributor

Frank Wang is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.

share

edited 2 mins ago

Frank Wang

asked 7 mins ago

Frank WangFrank Wang

1

New contributor

Frank Wang is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.

asked 7 mins ago

Frank WangFrank Wang

1

New contributor

Frank Wang is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.

asked 7 mins ago

Frank WangFrank Wang

1