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Location of two "centers" in a tree

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#graph-theory #trees
1.8k
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How can I prove that by adding one edge to $G$ you create a cycle in $G$?

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#graph-theory #trees
57
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Help with functions of vertex sets

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#functions #graph-theory #trees
193
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Finding a unique tree for given in order and postorder traversals

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#trees
164
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Every simple graph has at least $n-k$ edges.

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#graph-theory #trees
165
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There are $n^{n-3}$ numbers of trees with named edges - how to proof?

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#graph-theory #trees
80
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Graphs embeddable into tree like simplicial 2-complexes

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#geometry #graph-theory #trees #planar-graphs #simplicial-complex
2.5k
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$G’$ be the graph constructed by squaring the weights of edges in $G$

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#discrete-mathematics #graph-theory #trees
126
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Can Collatz's problem be used as a pseudo random prime sieve?

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#prime-numbers #trees #collatz-conjecture
171
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Tree question proving

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#trees
196
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What is the amount of non-isomorphic trees of order n with a maximum incidence of 4?

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#combinatorics #graph-theory #trees #chemistry
170
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Algorithm for equality of trees of restricted depth

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#elementary-set-theory #graph-theory #trees #recursive-algorithms
4.2k
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Full 4-ary tree with 58 internal nodes

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#discrete-mathematics #trees
1.2k
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Prove by induction the number of edges in a tree given the leaves.

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#induction #trees #binary
194
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Prove by induction a property of a tree graph

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#graph-theory #trees

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