SVM using quadprog in R












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This set of exercises has the student use a QP solver to solve an SVM in R. The suggested solver is the quadprog package. The quadratic problem is given as:



enter image description here



From the remark about the linear SVM, $K=XX'$, $K$ is a singular matrix usually, at most rank $p$ where $X$ is $ntimes p$. But the solver quadprog requires a positive definite matrix, not just PSD, in the place of $K$, as mentioned many places (and verified). Any ideas what the instructor had in mind?










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  • Does this answer the question? stackoverflow.com/questions/33088363/…
    – 42-
    Nov 13 '18 at 7:29
















0














This set of exercises has the student use a QP solver to solve an SVM in R. The suggested solver is the quadprog package. The quadratic problem is given as:



enter image description here



From the remark about the linear SVM, $K=XX'$, $K$ is a singular matrix usually, at most rank $p$ where $X$ is $ntimes p$. But the solver quadprog requires a positive definite matrix, not just PSD, in the place of $K$, as mentioned many places (and verified). Any ideas what the instructor had in mind?










share|improve this question






















  • Does this answer the question? stackoverflow.com/questions/33088363/…
    – 42-
    Nov 13 '18 at 7:29














0












0








0







This set of exercises has the student use a QP solver to solve an SVM in R. The suggested solver is the quadprog package. The quadratic problem is given as:



enter image description here



From the remark about the linear SVM, $K=XX'$, $K$ is a singular matrix usually, at most rank $p$ where $X$ is $ntimes p$. But the solver quadprog requires a positive definite matrix, not just PSD, in the place of $K$, as mentioned many places (and verified). Any ideas what the instructor had in mind?










share|improve this question













This set of exercises has the student use a QP solver to solve an SVM in R. The suggested solver is the quadprog package. The quadratic problem is given as:



enter image description here



From the remark about the linear SVM, $K=XX'$, $K$ is a singular matrix usually, at most rank $p$ where $X$ is $ntimes p$. But the solver quadprog requires a positive definite matrix, not just PSD, in the place of $K$, as mentioned many places (and verified). Any ideas what the instructor had in mind?







r optimization svm quadratic-programming






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asked Nov 13 '18 at 0:00









Hasse1987

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1426












  • Does this answer the question? stackoverflow.com/questions/33088363/…
    – 42-
    Nov 13 '18 at 7:29


















  • Does this answer the question? stackoverflow.com/questions/33088363/…
    – 42-
    Nov 13 '18 at 7:29
















Does this answer the question? stackoverflow.com/questions/33088363/…
– 42-
Nov 13 '18 at 7:29




Does this answer the question? stackoverflow.com/questions/33088363/…
– 42-
Nov 13 '18 at 7:29












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