… a member of ⊕2F into L1: We already have an embedding f : V → L1 for G = (V,E) and we
are trying to extend it to an embedding of G⊕2 H, where the 2-sum is along the edge eG = {x, y…

… , and Sinclair put forth the following vast generalization of the planar embedding
conjecture. … , we refer to this as a 2-sum. Note that the 2-sum is always a subgraph of the 2-sum. …

… The one we will use here is known as Kirchberg's QWEP conjecture and it asks whether all
C * -algebras are quotients of C * -algebras with the weak expectation property. This can be …

… projection, it is easy to see that the mod 2 sum ^2lk((j)(Cx), 4>(C2)… independent of the
embedding. By checking an arbitrary … [15] conjectured that a graph has a linkless embedding if …

… The property of admitting a fibred coarse embedding into Hilbert space was … conjecture
and in this paper we connect this property to the traditional coarse Baum–Connes conjecture …

… Abstract—The planar embedding conjecture asserts that any planar metric admits an embedding
… In this paper we make progress towards resolving this conjecture. We show that every …

… It has also been shown that the conjecture can be reduced to … embedding conjecture) and
the so-called k-sum conjecture … The latter conjecture has been verified special case of edge-…

… -embedding. This holds because a homotopy does not change S[2]∗k+1 A(f), and under this
weaker assumption we can make f|3∗k+1 an embedding by … (c) as a conjecture. It would be …

… In the next section, we will show that f,(6) > 6 and we conjecture equality. … rank n - 2 sum.
(This is the simplest special case of Fisher’s inequality for balanced incomplete block designs.) …

… of the scheme, an improved embedding strategy is developed in this paper. The proposed
scheme can improve both the embedding efficiency and embedding rate when applied to …