Comments (3)
You have to be careful when comparing with glmnet
results, because glmnet
standardizes the design matrix but returns the coefficients on the original scale. See the standardization documentation of the glmnet function. So if you standardize the design matrix and pass to CVXR
and multiply the returned coefficients by the standard deviations, it will match closely. The intercept will also have to be appropriately transformed by means of an easy formula that you can derive.
Further note that glmnet
uses active set methods, so coefficients can be exact zeros. That may not be the case with CVXR
, unless one uses an active set solver with CVXR
.
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Great. Please close the ticket when you get a chance.
PS. Also thanks for your suggestion: we will also be updating all the examples as part of a new release that we are currently working on.
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Related Issues (20)
- Gurobi and TimeLimit HOT 2
- Solving SDP problem with cvx - difference between MATLAB and R solution HOT 1
- Need better handling of GUROBI solver error
- Problem does not follow GDP rules
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- Minimize() and Maximize() prompt "illegal operation" HOT 2
- GLPK_MI, feasible solution, error: "the condition has length > 1" HOT 1
- wrong link in homepage HOT 1
- xpress support
- Wrong table about SCS and QP in homepage HOT 7
- Solver specific variables in CVXR::solve
- Please revisit the License file HOT 1
- Applying reduction GLPK_MI appears to be in an infinite loop HOT 3
- Problem with nested optimization functions HOT 2
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- Add support for Clarabel HOT 1
- Inefficient processing of cones HOT 7
- typo in functions for mixed_norm
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