graph theory - Is there a purely set-theoretic expression of the Euler characteristic?

graph idea – Is there a purely clique-theoretic expression of the Euler attribute? retort

Hello expensive customer to our community We will proffer you an answer to this query graph idea – Is there a purely clique-theoretic expression of the Euler attribute? ,and the retort will breathe typical via documented data sources, We welcome you and proffer you recent questions and solutions, Many customer are questioning in regards to the retort to this query.

graph idea – Is there a purely clique-theoretic expression of the Euler attribute?

The Euler attribute of a graph is V – E + F. Where V is the variety of vertices, E is the variety of edges, and F is the variety of faces.

Given a graph $X$, can we write $X$ as a clique and discover its Euler attribute with a formulation which solely refers to cardinality and union?

I arbitrator we create a route, however is that this fascinating? We would affection to discover a route to write down the Euler attribute utterly clique-theoretically. And, we maintain create a route, however quiet engaged on it. Has this already been accomplished?

we are going to proffer you the answer to graph idea – Is there a purely clique-theoretic expression of the Euler attribute? query through our community which brings all of the solutions from a number of reliable sources.

Add comment