Homotopy equivalent boundaries of cube complexes
Homotopy equivalent boundaries of cube complexes is a scholarly work, published in 2024. The main subjects of the publication include hyperbolic geometry, algebraic geometry, pure mathematics, symplectic geometry, geometry, cluster algebra, electronic circuit topology, projective geometry, deformation quantization, combinatorics, mathematics, cube, differential geometry, and homotopy. The authors use a partial order on a certain quotient of $${\partial _R}X$$ ∂ R X to define a simplicial Roller boundary $${\mathfrak {R}}_\triangle X$$ R ▵ X .