An uncountable homology group, where each element is an infinite product of commutators

Author:

Bogopolski Oleg,Zastrow Andreas

Funder

University of Gdansk

Polish Ministry of Science

Publisher

Elsevier BV

Subject

Geometry and Topology

Reference27 articles.

1. Residual nilpotence and relations in free groups;Baumslag;J. Algebra,1965

2. Weighted combinatorial group theory for wild metric complexes;Bogley,2000

3. The word problem for some uncountable groups given by countable words;Bogopolski;Topol. Appl.,2012

4. The combinatorial structure of the Hawaiian earring group;Cannon;Topol. Appl.,2000

5. Free σ-products and non-commutatively slender groups;Eda;J. Algebra,1992

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1. INFINITARY COMMUTATIVITY AND ABELIANIZATION IN FUNDAMENTAL GROUPS;Journal of the Australian Mathematical Society;2020-11-23

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