DOSEN PROFIL LENGKAP

defines a set of V − 1 fundamental cutsets, one for each edge of the spanning tree. The duality between fundamental cutsets and fundamental cycles is established...

In graph theory, a cut is a partition of the vertices of a graph into two disjoint subsets. Any cut determines a cut-set, the set of edges that have one...

affirmative by the Cutset structure. Given a graph G(V, E) and a subset T⊆V, define cutset(T) as the set of edges that connect T with V\T. The cutset structure...

the edges incident on some (minimum-degree) vertex. A cutset X of G is called a non-trivial cutset if X does not contain the neighborhood N(u) of any vertex...

Bar-Yehuda, Reuven; Geiger, Dan (2000), "Randomized algorithms for the loop cutset problem", Journal of Artificial Intelligence Research, 12: 219–234, arXiv:1106...

edges of a cutset necessarily splits the graph into at least two connected components. A minimal cutset (also called a bond) is a cutset with the property...

cutset is always b {\displaystyle b} . Finding a minimal-size b {\displaystyle b} -cutset is in general hard. However, a b {\displaystyle b} -cutset of...

decomposition is the number of variables in the cutset. The width of a problem is the minimal width of its cycle cutset decompositions. Such a decomposition does...

to all the others. Every clique separator is a star cutset. Necessarily, a graph with a star cutset (with more than one vertex) has a skew partition in...

solution. It is an approximate inference. Cutset conditioning: Used with smaller sets of variables. Cutset conditioning allows for simpler graphs that...

two non-empty, disjoint sets S ∪ T = V {\displaystyle S\cup T=V} . The cutset of a cut consists of the edges { u v ∈ E : u ∈ S , v ∈ T } {\displaystyle...

cycle cutset, which is a set of variables that, if removed from the problem, makes it acyclic. For any assignment of the variables of the cutset, the remaining...

separators play a crucial role in decomposing planar graphs. A k-separator (or k-cutset) in a k-connected graph is a subset of k vertices whose deletion disconnects...

FTA to demonstrate that the hazard probability limits are in fact met. Cutset analysis of the fault trees demonstrates that no single failure condition...

a circuit, while Cut tries to secure an edge set that with e makes up a cutset, the minimal set of edges that connect two subgraphs. Versions of the Shannon...

Vušković, Kristina (2008), Decomposition of even-hole-free graphs with star cutsets and 2-joins Chang, Hsien-Chih; Lu, Hsueh-I (January 2012), "A Faster Algorithm...

doi:10.1007/s10107-003-0449-8, MR 2004404. Chvátal, Václav (1985), "Star-cutsets and perfect graphs", Journal of Combinatorial Theory, Series B, 39 (3):...

Then b ( H ) {\displaystyle b(H)} is the collection of all minimal edge cutsets in G. There is a minor relation on clutters which is similar to the minor...

1007/s11856-013-0067-y with Ron Peled: Peled, Ron; Samotij, Wojciech (August 2014), "Odd cutsets and the hard-core model on Z d {\displaystyle \mathbb {Z} ^{d}} ", Annales...

that are essentially of bounded genus by piecing them together at small cutsets in a tree structure; a proof of a conjecture of Wagner that in any infinite...