The articles starts off fine until you reach the section on graph-theoretic data structures, then it becomes too technical. It is not clear why this section is
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The articles starts off fine until you reach the section on graph-theoretic data structures, then it becomes too technical. It is not clear why this section is included on this page. The link I can see is that the concept of graph (data structure) uses the structure and therefore theory of graph (mathematics), so should this section be moved to graph (mathematics) instead as an application?. It is not clear if this is actually a part of graph theory, about graph theory an extension or an application? I am not sure if splitting the applications section into subsections, and including it somewhere in that, with some explanation may help? Sorry if i appear dumb. Bg9989 (talk) 22:00, 3 March 2013 (UTC)
This article starts with "In mathematics graph theory is the study [...]", which made think if it is right to classify Graph Theory in maths?
I think that in all the universities I have known, there are professors of the department of (theoretical) Computer Science that study graph theory. Also, courses of graph theory are typically taught to students of computer science.
So, maybe it would be better to change the article by saying that it is an area in the intersection of mathematics and computer science... What do you think about?
Lp.vitor (talk) 19:22, 29 August 2016 (UTC)
elementary graph theory is often taught to computer science students. However, algebraic graph theory, spectral graph theory, etc. are usually in math departments. I am a bit surprised by this entire conversation. Graph theory is clearly mathematics, just because it is taught to computer science students does not change that. Do not computer science students take calculus? Isn't that still mathematics? — Preceding unsigned comment added by 2605:6000:1526:4538:3561:C16:A398:4FC2 (talk) 15:40, 7 October 2020 (UTC)
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{{edit semi-protected}} template. — LeoFrank Talk 06:16, 8 July 2018 (UTC)[...] In chemical graph theory graphs represent both molecules and chemical reactions. A special case of the latter are synthon graphs, whose edges represent multistep synthetic reactions. Retrosynthetic analysis splits a target molecule into simpler reagents, until simple starting materials are obtained. This sort of computerized chemical reverse engineering has facilitated the syntheses of complicated molecules. [...]
I am a bit surprised with the museum guard problem in the list of problems. If one want to see this as a graph theoretical problem, it should be rather seen as a dominating set problem. And for the later, I would include it maybe in the set cover part (which I will do now). So maybe we can remove that section? Dorbec (talk) 16:51, 11 February 2020 (UTC)
I think the way the following sentence is phrased, hints that the two events are independent, but according to MacTutor and this article the second is a consequence of the first:
"his problem was first posed by Francis Guthrie in 1852 and its first written record is in a letter of De Morgan addressed to Hamilton the same year."
Perhaps the second part of the sentence could be removed or stated as a footnote? Dimitris131 (talk) 12:33, 15 January 2024 (UTC)
The first definition of the edges of a graph is given as the set E which is a subset of the set of pairs of vertices such that they are in the set of vertices, V, and are not equal to one another. Shortly after, it is said that this describes an "undirected simple graph". There is then a diagram showing an "example of simple undirected graph with 3 vertices, 3 edges and 4 loops.", but the definition above of a simple undirected graph in this article does not allow for looping edges. One of these has to be wrong, but I'd have to dig into my discrete math textbook to figure out which one. Leoerickson94 (talk) 15:05, 1 December 2024 (UTC)
there are only subject areas of applications. SHould add actual examples of applications 99.252.125.64 (talk) 12:00, 3 November 2025 (UTC)
Apparently, Graph theory mentions the definition of a graph precisely. While I am illustrating the definition of a graph briefly, does "vary" mean in this context that there are two different primary definitions of a graph, which relate to the directness? There are too many glossaries of terms, so it is preferable to merge the redirects (if we have one) to Graph (discrete mathematics) instead. Are there many definitions of a graph other than these two? Dedhert.Jr (talk) 02:35, 9 February 2026 (UTC)
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