activity
20052010
most citedApplications of combinatorial groups to Hopf invariant and the exponent problem

3 citations · 6 across the 4 of their papers we have counts for

collaborators
Showing 2006Show all

6 papers · 1 filter

math.AT20062 cited

Natural transformations of tensor algebras and representations of combinatorial groups

Jelena Grbic, Jie Wu

Natural linear and coalgebra transformations of tensor algebras are studied. The representations of certain combinatorial groups are given. These representations are connected to n…

math.AT20063 cited

Applications of combinatorial groups to Hopf invariant and the exponent problem

Jelena Grbic, Jie Wu

Combinatorial groups together with the groups of natural coalgebra transformations of tensor algebras are linked to the groups of homotopy classes of maps from the James constructi…

math.AT2006

The cohomology of exotic 2-local finite groups

Jelena Grbic

There exist spaces BSol(q) which are the classifying spaces of a family of 2-local finite groups based on certain fusion system over the Sylow 2-subgroups of Spin_7(q). In this pap…

math.AT2006

Universal homotopy associative, homotopy commutative H-spaces and the EHP spectral sequence

Jelena Grbic

Assume that all spaces and maps are localised at a fixed prime . We study the possibility of generating a universal space from a space which is universal in the categ…

math.AT2006

Universal spaces of two-cell complexes and their exponent bounds

Jelena Grbic

Let be a two-cell complex which is formed by attaching a --cell to a --sphere by a suspension map. We construct a universal space for in the c…

math.AT2006

The homotopy type of the complement of a coordinate subspace arrangement

Jelena Grbic, Stephen Theriault

The homotopy type of the complement of a complex coordinate subspace arrangement is studied by fathoming out the connection between its topological and combinatorial structures. A…