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Verbatim
Wallace–Bolyai–Gerwien theorem
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In geometry, the Wallace–Bolyai–Gerwien theorem, named after William Wallace, Farkas Bolyai and P. Gerwien, is a theorem related to dissections of polygons.
Wikipedia
![PDF] EXPLORATIONS ON THEWALLACE-BOLYAI-GERWIEN THEOREM | Semantic ...](/imgres?imgurl=https://d3i71xaburhd42.cloudfront.net/67311420d74aff3f5a22b05562602e363262e94b/8-Figure4-1.png&imgrefurl=https://www.semanticscholar.org/paper/EXPLORATIONS-ON-THEWALLACE-BOLYAI-GERWIEN-THEOREM-Kavanagh/67311420d74aff3f5a22b05562602e363262e94b&h=1410&w=974&tbnid=hCrDaD7phqj-AM&q=Wallace%E2%80%93Bolyai%E2%80%93Gerwien+theorem&tbnh=150&tbnw=104&usg=AI4_-kS9GWLAhN2viGn3VDDAKZLAbPRW_w&vet=1&docid=pXLi9mIKRUhhxM&sa=X&ved=2ahUKEwiEsdrN1vWFAxU3lIkEHZkeDJAQ9QF6BAgAEAU)
![PDF] EXPLORATIONS ON THEWALLACE-BOLYAI-GERWIEN THEOREM | Semantic ...](/imgres?imgurl=https://d3i71xaburhd42.cloudfront.net/67311420d74aff3f5a22b05562602e363262e94b/9-Figure5-1.png&imgrefurl=https://www.semanticscholar.org/paper/EXPLORATIONS-ON-THEWALLACE-BOLYAI-GERWIEN-THEOREM-Kavanagh/67311420d74aff3f5a22b05562602e363262e94b&h=216&w=926&tbnid=CLV8j15xJlUNHM&q=Wallace%E2%80%93Bolyai%E2%80%93Gerwien+theorem&tbnh=34&tbnw=147&usg=AI4_-kQJZeGwd1zJQKc2CCnhBpPKm9sDaA&vet=1&docid=pXLi9mIKRUhhxM&sa=X&ved=2ahUKEwiEsdrN1vWFAxU3lIkEHZkeDJAQ9QF6BAgAEAk)