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Vladimir Baranovsky and Maksym Zubkov
Chromatic graph homology for brace algebras view print
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| Published: |
September 22, 2017 |
| Keywords: |
Brace algebras, chromatic homology |
| Subject: |
57M27, 18D50 |
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Abstract
We prove that chromatic graph homology for commutative dg
algebras, due to Helme-Guizon and Rong, can be extended to brace
algebras, at least when the graph is a planar tree. Examples of brace
algebras include the
cochain algebra of a simplicial set and the Hochschild cochain
complex of an associative algebra.
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| Acknowledgements
The first author was supported by Simons Collaboration Grant
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| Author information
Vladimir Baranovsky:
Department of Mathematics, UC Irvine, 340 Rowland Hall, Irvine CA 92617
vbaranov@math.uci.edu
Maksym Zubkov:
Department of Mathematics, UC Irvine, 340 Rowland Hall, Irvine CA 92617
mzubkov@uci.edu
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