A geodesic with multiple points contains at least one simple monogon.
Source: wiktionary
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A geodesic with multiple points contains at least one simple monogon.
Source: wiktionary
There are no one-sided closed polygons on a plane. On the cube, however, monogons are a diverse and interesting class of figures.
Source: wiktionary
2003, Gordon Baker, translator and editor, Ludwig Wittgenstein and Friedrich Waismann, The Voices of Wittgenstein: The Vienna Circle, Routledge, →ISBN, page 409, We explain to somebody what is a regular quadrilateral constructed within the circle; then a regular triangle and a regular bi-angle. Now we ask him to draw a regular monogon by analogy, and we probably think that he cannot do this. But what if he draws a point on the circle and says that it is a regular monogon?
Source: wiktionary
According to Theorem 4.1.1, such a derived imbedding could be obtained from an imbedded voltage graph with one vertex, 6s#43;2 edges, and 4s#43;2 faces. Of these faces, 4s#43;1 should be 3-sided and satisfy KVL. The other face should be a monogon whose net voltage has order two.
Source: wiktionary
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