Примери за използване на Each vertex на Английски и техните преводи на Български
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Computer
Now, for each vertex, consider the number of red edges.
Remove any path that does not passes through each vertex at least once.
Each vertex of the working triangle is placed on one of the three walls.
For a polygonal mesh, each vertex can have a blend weight for each bone.
The path turns counterclockwise at an angle of less than 180 degrees at each vertex.
At each vertex of the polyhedron one square, one hexagon, and one octagon meet.
Unlike the structure tree,here each vertex can have more than one predecessor.
Each vertex of the 3-dimensional Euclidean space either is coloured red or blue.
In geometry, a cube is a three-dimensional object bounded by six square sides,with three meeting at each vertex.
From each vertex it is necessary to draw circles using a compass, and can be of arbitrary radius.
Prove that with these steps we can reach to a graph that for each vertex in part, and for each vertex in part, 13.
To each vertex of a regular pentagon an integer is assigned, so that the sum of all five numbers is positive.
(a) Show that if has vertices, then can be triangulated such that each vertex is in an odd number of triangles.
At each vertex the bug will choose to travel along one of the three edges emanating from that vertex. .
Adleman first assigned a random DNA sequence to each vertex and edge in the graph(the sequences are known as oligonucleotides).
Each vertex or point has a unique position on the grid and combining them into shapes creates the surface of the object.
On the edges of a convex polyhedra we draw arrows such that from each vertex at least an arrow is pointing in and at least one is pointing out.
From each vertex of triangle we draw 3 arbitrary parallel lines, and from each vertex we draw a perpendicular to these lines.
Naturally with this model there are tasks such as calculating the volume of water,passing through each vertex and anticipate of possible flood in increasing quantities.
Thus each vertex contributes to the overall sum with for each edge it has, and since it has edges, it contributes with.
However, if the cycle contains fewer than vertices, then there must be a powerful point in this subgraph,which contradicts the fact that each vertex can't reach the next one in the cycle.
Each vertex or point has its own unique position on the grid, and once these points are combined into shapes, the object surface is created.
S 2 Determine all values of such that it is possible to divide a triangle in smaller triangles such that there are not three collinear vertices and such that each vertex belongs to the same number of segments.
On the other hand, for each vertex we can pick any two of its neighbors and that gives such a configuration so the number of such triples is also where.
All vertices of these triangles are painted in three colors so that the following conditions are satisfied: Vertex is painted in green, vertex in red, and in blue; Each vertex on side is either green or red, each vertex on is either red or blue, and each vertex on is either green or blue.
There's a three-sided poly gon and associated with each vertices is a name.
A quadrilateral has one vertex on each side of a square of side-length 1.
Specifically, an array of values called knots specifies the extent of influence of each control vertex(CV) on the curve or surface.
A vertex of each stage is determined by conducting each point on the vertical axis corresponding to the stage number, to direct the line of travel.
Each point or vertex has its own position on the grid and by combining these points into shapes, the surface of an object is created.