Comments (2)
I have added examples with n=4 and k=2, which just fit within one line.
from book_about_quadratization.
Very well done!
- For consistency with other examples like Eq. 11, 25, 38, etc. it is preferable that we go from highest degree to lowest degree, so the 6b1b2b3b4 can go first and the quadratic terms can go last.
- I appreciate the brackets around S_2, S_3 and S_4 which helps to recognize how the terms can be grouped together. I'd prefer to remove the brackets around the S_2 though since it takes up less space, and is not really needed. If it didn't take up so much space I'd also prefer to remove the brackets from the S_3, but then we would need to add the coefficient "3" for each term, and it might no longer fit on one line without making the font size inconsistent.
Apart from these 2 points, I think you have made smart choices in every regard. Maybe the (N choose 2) functions can be expanded a bit so that they look more like quadratizations that people are used to seeing (not a FULL expansion, but as a product of polynomials).
from book_about_quadratization.
Related Issues (20)
- NTR-GBP there's a -b1 and +b1
- Gruber thesis has two NTRs with 1 auxiliary, but I have 4. HOT 2
- Add "cones of nonnegative quadratic pBfs" to "further references" HOT 1
- Clean up connections between: Strandmark, GBP and ABCG
- First page we are just changing -N(b1b2b3) to N(b1 - b1b2 -b1b3). what quadratization is that?
- Bottom two leaves of Fig. 1 in Split-reduc paper are wrong (thanks to Andreas Soteriou for pointing this out) HOT 1
- "Efficient optimization of perturbative gadgets" by Cao and Kais can be added to the "Further References" page at the end of the book
- Add to "Further References"
- Bit-flipping, not only is the result submodular, but the range of coefficients of quadratic terms is much smaller
- Correct Catherine's affiliation to what it actually was when she helped (when she was full-time at a university and a "consultant" for D-Wave)
- More papers
- Proposition 3.14 of Gruber's thesis seems to be an alternative RBS (it's Rosenberg-like but not the same)
- Add these papers: HOT 1
- Typos
- List of things to do
- BCR methods should have coefficients represented in terms of k not in terms of m. Because it's misleading to think that these coefficients are exponential when they are just an exponential of a logarithm!
- Tasks for Ruby
- Tasks for Matthew Charbonneau
- KKR not working
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from book_about_quadratization.