It suffices to find a hyperplane H⊂Rn that contains ) and that supports ).
It suffices to find a hyperplane H⊂Rn that contains
I assume you also want it to support V(P)?
I love this proof, by the way.
Ah, you’re right. The important thing is that it supports V(P). Thanks.
The definition of pv is the next line. Does that not show up for you?
Nope. In fact, the one I wrote no longer shows up for me in my comment either. How odd.
Does it show up for you in the html source?
Maybe an unescaped character is causing the trouble.
Problem appears to have been on my end. I can see both now.
I assume you also want it to support V(P)?
I love this proof, by the way.
Ah, you’re right. The important thing is that it supports V(P). Thanks.
The definition of pv is the next line. Does that not show up for you?
Nope. In fact, the one I wrote no longer shows up for me in my comment either. How odd.
Does it show up for you in the html source?
Maybe an unescaped character is causing the trouble.
Problem appears to have been on my end. I can see both now.