Reference : On quantizable odd Lie bialgebras |
Scientific journals : Article | |||
Physical, chemical, mathematical & earth Sciences : Mathematics | |||
http://hdl.handle.net/10993/23021 | |||
On quantizable odd Lie bialgebras | |
English | |
Khoroshkin, Anton [The Faculty of Mathematics > Th High School of Economics in Moscow] | |
Merkulov, Sergei ![]() | |
Thomas, Willwacher [Department of Mathematics > University of Zurich] | |
2016 | |
Letters in Mathematical Physics | |
Springer Science & Business Media B.V. | |
106 | |
9 | |
1199-1215 | |
Yes (verified by ORBilu) | |
International | |
0377-9017 | |
1573-0530 | |
Dordrecht | |
The Netherlands | |
[en] algebra ; quantization ; homotopy theory | |
[en] The notion of a quantizable odd Lie bialgebra is introduced. A
minimal resolution of the properad governing such Lie bialgebras is constructed. | |
Researchers ; Professionals ; Students | |
http://hdl.handle.net/10993/23021 |
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