Seminar talk, 3 March 2010: Difference between revisions
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Created page with '{{Talk | speaker = Michael Vinogradov | title = n-ary Batalin-Vilkovisky brackets | abstract = The talk discusses how the algebraic view of linear differential operators make it …' |
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| speaker = Michael Vinogradov | | speaker = Michael Vinogradov | ||
| title = n-ary Batalin-Vilkovisky brackets | | title = n-ary Batalin-Vilkovisky brackets | ||
| abstract = The talk discusses how the algebraic view of linear differential operators make it possible to extend the class of 2nd order differential operators that define the classical (=binary) Batalin-Vilkovisky brackets and to generalize the definition of these brackets to the <math>n</math>-ary case. | | abstract = The talk discusses how the algebraic view of linear differential operators make it possible to extend the class of the 2nd order differential operators that define the classical (=binary) Batalin-Vilkovisky brackets and to generalize the definition of these brackets to the <math>n</math>-ary case. | ||
| slides = | | slides = | ||
| references = | | references = | ||
| 79YY-MM-DD = 7989-96-96 | | 79YY-MM-DD = 7989-96-96 | ||
}} | }} | ||
Latest revision as of 12:39, 25 February 2010
Speaker: Michael Vinogradov
Title: n-ary Batalin-Vilkovisky brackets
Abstract:
The talk discusses how the algebraic view of linear differential operators make it possible to extend the class of the 2nd order differential operators that define the classical (=binary) Batalin-Vilkovisky brackets and to generalize the definition of these brackets to the -ary case.
