Author:
Turanyanin, Dragan N.
Category:
Research Papers
Sub-Category:
Mathematics and Applied Mathematics
Date Published:
March 13, 2026
Abstract:
The classical Calabi triangle problem identifies a unique non-equilateral isosceles triangle in which a square inscribed on the base and two equal squares inscribed on the slanted sides have equal areas. Here, we present a systematic generalization of this problem by introducing additional symmetric square configurations, deriving analytic relations among their areas, and exploring conditions of equality.
<<< Back