where A = [[a.sub.ij]] is an
adjacency matrix of G' and X = [[X.sub.ij]] is a feasible solution to the semidefinite relaxation.
A given network can be represented in many ways, for instance, using an
adjacency matrix defined as
First, we determine the group automorphism of n and we show that n is a distance transitive graph; also, by this fact, we determine the
adjacency matrix spectrum of [pi].
In her study of Woolf's novels, Sotirova comments that sometimes there are "exclusively conversational links between inner discourses [of characters]" that "make them sound like '
adjacency pair parts'" (Consciousness 172).
And the structures' analysis implies using the
adjacency matrix, having some specific properties [10].
While many labor and delivery units have their own C-section rooms, often obviating the need for a direct
adjacency, in some cases (for example, rural locales), patient volumes may not justify this, according to Scott Holmes, associate principal of medical planning at BWBR Architects.
Five ensuing chapters then focus on
adjacency matrices, incidence matrices, distance matrices, some special matrices, and graphical matrices or matrices composed of subgraphs, with each laying out how to construct the matrix and discussing use in mathematical chemistry and related fields.
The
adjacency matrix A(G) = [aij ]nn(usually denoted by A ) of the graph G is defined as:
In NCM method, N ([E.sub.1]), N ([E.sub.2]), ..., N([E.sub.p]) are considered the neutrosophic
adjacency matrices, with nodes [C.sub.1], [C.sub.2], ..., [C.sub.n], and [E.sub.1], [E.sub.2], ..., [E.sub.p] are the
adjacency matrices of FCM with nodes [C.sub.1], [C.sub.2], ..., [C.sub.n].
A digital image is a pair (X, [kappa]), where X [subset] [Z.sup.n] for some positive integer n and [kappa] represents a certain
adjacency relation for the elements of X.
The intuitionistic fuzzy digraph G is represented by
adjacency matrix given below:
In this level, the logical processes (discovery process,
adjacency process, and forwarding process) that act over the sensor nodes as a function of their current state are also defined.
Let G be a digraph with vertices labelled {1,2,...,n} and its
adjacency matrix A(G) the nxn matrix whose ijth entry is the number of arcs joining vertex i to vertex j.
