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Bicombing triangular buildings
Siberian Mathematical Journal, 1999The article under review is devoted to the problem of describing finitely generated biautomatic groups. Let \(\Sigma_0\) be a simplicial complex corresponding to a filling of the Euclidean plane by equilateral triangles. A simplicial complex \(\Delta\) is called a triangular building if it can be represented as the union of a family of subcomplexes ...
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Triangular-Like Numbers That Are Triangular
The Fibonacci Quarterly, 2019Gopal Krishna Panda +1 more
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Congenital triangular alopecia
Journal of the American Academy of Dermatology, 1988openaire +2 more sources
Congenital Triangular Alopecia
Journal of Cutaneous Medicine and SurgeryMegha Goyal, Anurag Verma
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