Peng Zhou

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blog:2023-05-02 [2023/05/02 23:15] – [Gukov's talk] pzhoublog:2023-05-02 [2023/06/25 15:53] (current) – external edit 127.0.0.1
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 It is a cool fact, that, by capping-off the knot. And there are Kirby move, invariant.  It is a cool fact, that, by capping-off the knot. And there are Kirby move, invariant. 
  
-7+===== Giovanni Felder: 2017 talk, on elliptic quantum group ===== 
 +1shuffle product on symmetric functions. Three versions of theta functions 
 +$$ \theta(t) $$ 
 +vanishes on the origin in the abelian group $\C, \C/\Z, \C/(\Z + \tau \Z)$.  
 + 
 +? What is the (odd) Jacobi Theta function? $\theta(z; \tau)$ is a function that is periodic in $z+1$, but quasi-periodic in $\tau$, like 
 +$$ \theta(z + \tau; \tau) = e^{-\pi i(\tau + 2 z)} \theta(z; \tau). $$ 
  
  
blog/2023-05-02.1683069345.txt.gz · Last modified: 2023/06/25 15:53 (external edit)