#  Seminar, Victor Kac (MIT), Multiplicative Poisson vertex algebras and differential-difference Hamiltonian equations 

 



####  calendar\_today Date and Time 

 **October 2, 2018** 

 05:00PM - 06:00PM EDT 

####  pin\_drop Location 

 **Jefferson 356**  



 

 



 

   ![Victor Kac](/sites/g/files/omnuum6611/files/styles/hwp_1_1__360x360_scale/public/mathpicture/files/kac_victor.png?itok=1KgbW9mB) 

 

 **Title.** Multiplicative Poisson vertex algebras and differential-difference Hamiltonian equations

 **Abstract.** It has been demonstrated in the past few years that Poisson  
vertex algebras (quasiclassical limits of vertex=chiral algebras) is the  
adequate framework for the theory of Hamiltonian PDE.  
After explaining this, I will demonstrate that likewise the multiplicative  
Poisson vertex algebras is the adequate framework for the theory of  
Hamiltonian differential-difference equations.

 Please note the seminar starts at 5:00PM.

 [Mathematical Physics Seminar](/seminar)



 

 

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 Attachments- [  picture\_as\_pdf  kac\_seminar\_october\_2\_2018.pdf ](/sites/g/files/omnuum6611/files/mathpicture/files/kac_seminar_october_2_2018.pdf)
 
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