Möbiusova triangulacija je triangulacija Möbiusovega traku. Geometrijska realizacija vloženega grafa ▫$M$▫ na ploskvi ▫$\Sigma$▫ je takšna vložitev ploskve ▫$\Sigma$▫ v 3-razsežen Evklidski prostor, ...da je slika vsakega lica ▫$M$▫ ravninski mnogokotnik. V članku pokažemo, da ima vsaka 5-povezana Möbiusova triangulacija geometrijsko realizacijo. Glavno orodje dokaza je izrek, da za vsako 5-povezano triangulacijo projektivne ravnine ▫$G$▫ in vsakonjeno lice ▫$f$▫ velja, da ima Möbiusova triangulacija ▫$G-f$▫, ki jo dobimo tako, da ▫$G$▫ odstranimo notranjost lica ▫$f$▫, geometrijsko realizacijo.
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