Nov 16, 2011 · Abstract. We use a distortion to define the dual complex of a cubical subdivision of ℝn as an n-dimensional subcomplex of the nerve of the set ...

We show that using the cube centers as the vertices of the dual complex of a balanced hierarchical cubical sub- division gives a geometric realization in Rn.

PDF | We use a distortion to define the dual complex of a cubical subdivision of ℝn as an n-dimensional subcomplex of the nerve of the set of n-cubes.

Dec 31, 2011 · Assuming the subdivision is balanced, we show that mapping each vertex to the center of the corresponding n-cube gives a geometric realization ...

Mar 1, 2012 · Assuming the subdivision is balanced, we show that mapping each vertex to the center of the corresponding n-cube gives a geometric realization ...

Abstract We use a distortion to dene the dual complex of a cubical subdivision of Rn as an n-dimensional subcomplex of the nerve of the set of n-cubes.

Nov 16, 2011 · Abstract We use a distortion to define the dual complex of a cubical subdivision of. Rn as an n-dimensional subcomplex of the nerve of the ...

We use a distortion to define the dual complex of a cubical subdivision of ℝ n as an n-dimensional subcomplex of the nerve of the set of n-cubes.

Abstract: We use a distortion to define the dual complex of a cubical subdivision of ℝn as an n-dimensional subcomplex of the nerve of the set of n-cubes.

Abstract. We use a distortion to define the dual complex of a cubical subdivision of ℝn as an n-dimensional subcomplex of the nerve of the set of n-cubes.