How to generate linearly independent vectors2019 Community Moderator ElectionHow to check if m n-sized vectors are linearly independent?Linear Independence MatrixGrouping functions (tapply, by, aggregate) and the *apply familyRemove rows with all or some NAs (missing values) in data.frameHow to make a great R reproducible exampleHow to write linearly dependent column in a matrix in terms of linearly independent columns?Find largest subset of linearly independent vectors with MatlabGenerating random vector that's linearly independent of a set of vectorsHow to find linearly independent rows from a matrixFour first columns linearly independent of a binary matrix

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How to generate linearly independent vectors



2019 Community Moderator ElectionHow to check if m n-sized vectors are linearly independent?Linear Independence MatrixGrouping functions (tapply, by, aggregate) and the *apply familyRemove rows with all or some NAs (missing values) in data.frameHow to make a great R reproducible exampleHow to write linearly dependent column in a matrix in terms of linearly independent columns?Find largest subset of linearly independent vectors with MatlabGenerating random vector that's linearly independent of a set of vectorsHow to find linearly independent rows from a matrixFour first columns linearly independent of a binary matrix










-1















How to generate a X matrix such as the columns of X are linearly independent. (The first column of X contains only 1.)



The columns of X are said to be linearly independent if sum_j (a_j*x_j) = 0 implies a_j = 0 for all j=1~k.










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  • 2





    This sounds like homework. There's nothing wrong with that but please review How do I ask and answer homework questions?. In short, we expect you to show and include a genuine code attempt at solving the question yourself. Show us what you've tried, and where you've failed. I can guarantee that you'll generate a lot more positive responses that way and you will learn a lot more too. Good luck.

    – Maurits Evers
    yesterday












  • Here's a something that should get you started: An n x m matrix with m linear independent columns has full (column) rank m. So the question becomes: How to generate an n x m matrix X with (full) column rank m?

    – Maurits Evers
    yesterday















-1















How to generate a X matrix such as the columns of X are linearly independent. (The first column of X contains only 1.)



The columns of X are said to be linearly independent if sum_j (a_j*x_j) = 0 implies a_j = 0 for all j=1~k.










share|improve this question









New contributor




user11159527 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.















  • 2





    This sounds like homework. There's nothing wrong with that but please review How do I ask and answer homework questions?. In short, we expect you to show and include a genuine code attempt at solving the question yourself. Show us what you've tried, and where you've failed. I can guarantee that you'll generate a lot more positive responses that way and you will learn a lot more too. Good luck.

    – Maurits Evers
    yesterday












  • Here's a something that should get you started: An n x m matrix with m linear independent columns has full (column) rank m. So the question becomes: How to generate an n x m matrix X with (full) column rank m?

    – Maurits Evers
    yesterday













-1












-1








-1








How to generate a X matrix such as the columns of X are linearly independent. (The first column of X contains only 1.)



The columns of X are said to be linearly independent if sum_j (a_j*x_j) = 0 implies a_j = 0 for all j=1~k.










share|improve this question









New contributor




user11159527 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.












How to generate a X matrix such as the columns of X are linearly independent. (The first column of X contains only 1.)



The columns of X are said to be linearly independent if sum_j (a_j*x_j) = 0 implies a_j = 0 for all j=1~k.







r matrix linear-algebra






share|improve this question









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user11159527 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.











share|improve this question









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edited yesterday









David Arenburg

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asked yesterday









user11159527user11159527

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1




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New contributor





user11159527 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
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user11159527 is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.







  • 2





    This sounds like homework. There's nothing wrong with that but please review How do I ask and answer homework questions?. In short, we expect you to show and include a genuine code attempt at solving the question yourself. Show us what you've tried, and where you've failed. I can guarantee that you'll generate a lot more positive responses that way and you will learn a lot more too. Good luck.

    – Maurits Evers
    yesterday












  • Here's a something that should get you started: An n x m matrix with m linear independent columns has full (column) rank m. So the question becomes: How to generate an n x m matrix X with (full) column rank m?

    – Maurits Evers
    yesterday












  • 2





    This sounds like homework. There's nothing wrong with that but please review How do I ask and answer homework questions?. In short, we expect you to show and include a genuine code attempt at solving the question yourself. Show us what you've tried, and where you've failed. I can guarantee that you'll generate a lot more positive responses that way and you will learn a lot more too. Good luck.

    – Maurits Evers
    yesterday












  • Here's a something that should get you started: An n x m matrix with m linear independent columns has full (column) rank m. So the question becomes: How to generate an n x m matrix X with (full) column rank m?

    – Maurits Evers
    yesterday







2




2





This sounds like homework. There's nothing wrong with that but please review How do I ask and answer homework questions?. In short, we expect you to show and include a genuine code attempt at solving the question yourself. Show us what you've tried, and where you've failed. I can guarantee that you'll generate a lot more positive responses that way and you will learn a lot more too. Good luck.

– Maurits Evers
yesterday






This sounds like homework. There's nothing wrong with that but please review How do I ask and answer homework questions?. In short, we expect you to show and include a genuine code attempt at solving the question yourself. Show us what you've tried, and where you've failed. I can guarantee that you'll generate a lot more positive responses that way and you will learn a lot more too. Good luck.

– Maurits Evers
yesterday














Here's a something that should get you started: An n x m matrix with m linear independent columns has full (column) rank m. So the question becomes: How to generate an n x m matrix X with (full) column rank m?

– Maurits Evers
yesterday





Here's a something that should get you started: An n x m matrix with m linear independent columns has full (column) rank m. So the question becomes: How to generate an n x m matrix X with (full) column rank m?

– Maurits Evers
yesterday












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