Here's a potentially naive question (considering I know nothing about conic):
Is it possible to save any problem (based on the current standard form with linear-quadratic functions, and the current sets) in the CBF format?
Because I was reading through the specification (incl. the new one http://cblib.zib.de/doc/format2.pdf) and it wasn't obvious to me how to have quadratic objectives/quadratic terms in the constraints.
It seems like if this is to be the standard form that unifies linear/conic etc, it would be nice to have one simple, easy to parse file-format that everybody agrees upon (unlike LP and MPS where nobody agrees on a canonical format and each reader/writer has weird limitations).
Here's a potentially naive question (considering I know nothing about conic):
Is it possible to save any problem (based on the current standard form with linear-quadratic functions, and the current sets) in the CBF format?
Because I was reading through the specification (incl. the new one http://cblib.zib.de/doc/format2.pdf) and it wasn't obvious to me how to have quadratic objectives/quadratic terms in the constraints.
It seems like if this is to be the standard form that unifies linear/conic etc, it would be nice to have one simple, easy to parse file-format that everybody agrees upon (unlike LP and MPS where nobody agrees on a canonical format and each reader/writer has weird limitations).