The discrete time evolution generated by the Pachner moves in the triangulation through gluing individual D-simplices to D-1 hypersurfaces translates ...
The 3D 1-4 Pachner move and its inverse, the 4-1 Pachner move. The 1-4 Pachner move arises in a 3D triangulated hypersurface when gluing a 4-simplex o...
Gluing a tetrahedron onto a single triangle in a 2D triangulated hypersurface (bounding some 3D bulk triangulation) is equivalent to a so-called 1-3 P...
Complementarity relations for the 15 independent binary questions (projectors onto +1 eigenspaces of Pauli operators) of two qubits, reconstructed t...
