For every manifold M endowed with a structure described by a function from M to the vector space ℝk, a parametric family of groups, called size homotopy groups, is introduced and studied. Some lower bounds for natural size distances are obtained in this way.
Frosini P., Mulazzani M. (1999). Size homotopy groups for computation of natural size distances. BULLETIN OF THE BELGIAN MATHEMATICAL SOCIETY SIMON STEVIN, 6(3), 455-464 [10.36045/bbms/1103065863].
Size homotopy groups for computation of natural size distances
Frosini P.;Mulazzani M.
1999
Abstract
For every manifold M endowed with a structure described by a function from M to the vector space ℝk, a parametric family of groups, called size homotopy groups, is introduced and studied. Some lower bounds for natural size distances are obtained in this way.File in questo prodotto:
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