In the preceding chapters the classification of the coronoids into cataconden-sed and pericondensed systems is taken into account. This means a classification according to ni = 0 and ni > 0, respectively, where ni is the number of internal ver-tices. A more detailed classification of the ...
Based on the projective theory,the properties of matching projection edges and the conditions whether the corresponding 3D edge contains internal vertices(the edge is invalid because of its overlapping with others),or cutting vertices(solid vertices which cann't be obtained by common method)were discu...
We extend the classical Barabási-Albert preferential attachment procedure to graphs with internal vertex structure given by weights of vertices. In our model, weight dynamics depends on the current vertex degree distribution and the preferential attachment procedure takes into account both weights and deg...
Iterable<String> results = InternalVertexRunner.run(conf,null, edges); Map<Integer, Integer> values = parseResults(results);// Check that all vertices with outgoing edges have been createdassertEquals(3, values.size());// Check the number of edges for each vertexassertEquals(1, (int) values...
In this paper we characterize a class of rooted trees having a given number of terminal vertices in each level of the tree and a given height. We also present two conditions for the existence of a graphical representation of the above class of trees. Then we consider an entropy function ...
aSomebody that I used to know . 我曾经知道的人。 [translate] aof vertices on the surface. 端点在表面。 [translate] a旋转刀 Spinning blade [translate] aEmployees Retraining Scheme 员工再训练计划 [translate] aManagement review and internal audit 管理回顾和内部审计 [translate] ...
The k-INTERNAL SPANNING TREE problem asks whether a certain graph G has a spanning tree with at least k internal vertices. Basing our work on the results presented in [PS03], we show that there exists a set of reduction rules that modify an arbitrary spanning tree of a graph into a spa...
We consider the parameterized version of the maximum internal spanning tree problem: given an n-vertex graph and a parameter k, does the graph have a spanning tree with at least k internal vertices? Fomin et al. [J. Comput. System Sci., 79:1-6] crafted a very ingenious reduction rule,...
func (g *Graphics) SetVertices(vertices []float32, indices []uint16) error { return nil } func (g *Graphics) NewImage(width, height int) (graphicsdriver.Image, error) { return nil, nil } func (g *Graphics) NewScreenFramebufferImage(width, height int) (graphicsdriver.Image, error) {...
"a dictionary of individual masks of the different tissues (LT, AT, BT, ...)",'resolution':"per slice resolution in meters",'center':"per slice center, in pixels",'smpl_dict':"dictionary containing all the relevant SMPL parameters of the subject along with mesh facesand vertices ('...