Noun:

দ্বিধাবিভাজন, পৃথকীকৃত অংশ, পৃথক্ অংশ, বিভক্ত অবস্থা, বিভাজক, ভাগ, বিভাগ, বিভাজন, পার্টিশন,

Verb:

দ্বিধা করা, পার্টিশন করা, প্রাচীর দ্বারা পৃথক্ করা, প্রাচীর দ্বারা ভাগ করা, বিভাজন করা, বিভক্ত করা, অংশে অংশে ভাগ করা, অংশভাগ করা, অংশ বিভাগ করা,

bipartition's Usage Examples:

Meulen and resulted in the development of the facial bipartition (or median faciotomy).

Facial bipartition first involves splitting the frontal bone from the.

than one bipartition; in this case, the ( U , V , E ) {\displaystyle (U,V,E)} notation is helpful in specifying one particular bipartition that may be.

Such a partition is also frequently called a bipartition.

small side of the bipartition, this choice will conflict with all of the colors for one of the vertices on the other side of the bipartition.

G=(U,V,E)} for which every two vertices on the same side of the given bipartition have the same degree as each other.

The bipartition, emerged during the 7th century, was not only in territorial area, but.

Hamiltonian cycle would have to alternate between the two sides of the bipartition, but they have unequal numbers of vertices, the rhombic dodecahedron.

bipartite graph in which the numbers of vertices on each side of the bipartition are as equal as possible.

A split in phylogenetics is a bipartition of a set of taxa, and the smallest unit of information in unrooted phylogenetic trees: each edge of an unrooted.

edges, higher minimum bipartition width, larger eigengap, greater minimum vertex cover than that of men.

The minimum bipartition width (or, in other words.

prominent hypertelorism, wide nasal root and midline cleft in FND, a facial bipartition can be performed.

graph: if G is bipartite, and R is the set of vertices on one side of the bipartition, the set to R is automatically independent.

G = (U,V,E) is a graph whose vertex set is one of the two sides of the bipartition (without loss of generality, U) and in which there is an edge uiuj for.

successively matching vertices from the first bipartition to the minimal available vertices from the second bipartition.

unique: when the three vertices x, y, and z all belong to one side of the bipartition of a complete bipartite graph, every vertex on the other side is a median.

simple: a 13-edge bipartite graph with four vertices on each side of the bipartition, and no K3,3 subgraph, may be obtained by adding one of the long diagonals.

numbers of vertices on each side of the bipartition, very different from the nearly two-to-one ratio for the bipartition of a complete binary tree.

(mathematics), a property of an exact sequence Split (phylogenetics), a bipartition of a set of taxa in phylogenetics split (Unix), a Unix software utility.

That is, let G = (U,V,E) be a planar bipartite graph, with bipartition (U,V).