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math.MG2022
Optimal embedded and enclosing isosceles triangles
Aron Ambrus, Monika Csikos, Gergely Kiss +2
Given a triangle , we study the problem of determining the smallest enclosing and largest embedded isosceles triangles of with respect to area and perimeter. This problem wa…
math.MG2020
Minimum area isosceles containers
Gergely Kiss, János Pach, Gábor Somlai
We show that every minimum area isosceles triangle containing a given triangle shares a side and an angle with . This proves a conjecture of Nandakumar motivated by a comput…