I'm looking for an algorithm to find an Euler path in a graph.
I've seen a good one a couple of weeks ago but I can't find it now, I remember there was tagging edges, something with even/odd connections...
Do you know a similar, simple and…
The following is the given algorithm for finding a Euler Path in a Eulerian Graph. However, it is said that there is an counter example with less than 10 vertices. The given Eulerian Graph is undirected and every vertex has even degree and it will…
For the multidirected graph below I am trying to write an program that visits all edges at least once. For instance, in the below graph I am looking for an outcome similar to "edge(1,2), edge(2,3), edge(3,1), edge(1,2), edge(2,4), edge(4,5),…
How to check if a directed graph is eulerian?
1) All vertices with nonzero degree belong to a single strongly connected component.
2) In degree is equal to the out degree for every vertex. Source: geeksforgeeks
Question:
In the given two…
I'm making a game of line. I have some points and some lines connect them. When player first touch at 1 point the point is marked as "Choosed". Then player touch another point, if there a line connect them the line will be disappear and the second…
On exporting from Blender to gITF 2.0 format the rotation Transform setting goes to Quaternion WXYZ instead of staying XYX Euler.
Let me know if there is way around.
Expecting on Export from Blender to giTF format to retain rotation Transform…
For a project I am doing I need to simplify a mesh, so all the vertices are going to be either of 2 or 4 degrees (which means that on every vertex only 2 or 4 edges are meeting, but not any other amount)
I was wondering if there is a possability to…
I have the following question that I must prove or disprove:
Let =(,)be an undirected connected graph. Let be the minimum amount of edges one needs to add to G so that the resulting graph has an Euler cycle. Then x≤floor(n/2) when n=the number of…
I am trying to find an algorithm or a way to find paths in a directed graph to visit all edges exactly once with minimum number of paths possible. Then, print the results found.
For example in this graph, the minimum number of paths to cover all…
I need to cover all the edges of a graph with the minimum number of paths. I read that the Eulerian path method is needed here. I tried to reproduce it, but it doesn't work correctly.
def split_graph(graph, n):
stack = []
path = []
…
I have as input a list of n+2 continuous substrings of length 3.
My goal is to find out whether there exists a string of length n such that all its continuous substrings of length 2 are exactly the input list that I have been given.
How can I…
So, these problem appears when I try to run my code in Octave:
*
T(1.2): subscripts must be either integers 1 to (2^63)-1 or logic
I try an euler method to study and here's my code
function fxy = fa(x,y)
% fa merupakan fungsi persamaan…
I am trying to implement the following Euler Tour in Python.
However, I am stuck on storing the top values. My code implementation is:
def rmq(root, level, prev=None):
if not root:
return True
euler.append(root.data)
…