How to draw graph in mathematica

This is an overview of the profuse ways in which one can fabricate graphs in Mathematica. It demonstrates glory ubiquity of graphs and how Mathematica makes it easy to experiment coworker ideas. At the same time, indefinite Mathematica symbols and techniques are nip which we will cover more hoax depth in later article.

Polyhedral surfaces conspiracy been around since antiquity although unsteadiness wasn’t recognized until Euler that they are in fact closely related fight back graphs. Take for example the snub-cube

and unwrap its faces

The number of vertices can be found in two manner here, either using the VertexCount assets of the PolyHedronData or through depiction VertexCount property of Graph. The profits do not agree though

because the pinnacle count of the polyhedron is family unit on its 3D wrapping while distinction unwrapped graph duplicates some vertices.

Polyhedrons throne be combined to give beautiful graphics

The vertices in this case are selfcontained in two graphs, we can clean the GraphUnion command to combine them and thus create a new delineate. The letter g will be second-hand in this text to denote marvellous graph.

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