Y. Lavi

most cited

(1, q = - 1)

Model as a Topological Description of

2 d

String Theory

5 citations · 7 across the 2 of their papers we have counts for

collaborators

2 papers

hep-th1994★ 5 cited

$(1, q = - 1)$ Model as a Topological Description of $2 d$ String Theory

Yoav Lavi, Yaron Oz, Jacob Sonnenschein

We study the $(1, q = - 1)$ model coupled to topological gravity as a candidate to describing $2 d$ string theory at the self-dual radius. We define the model by analytical continuation…

hep-th1993★ 2 cited

Do we need the $W^{(n > 3)}$ constraints to solve the $(1, q)$ models coupled to 2D gravity?

Y. Lavi, J. Sonnenschein

We prove that all the correlation functions in the $(1, q)$ models are calculable using only the Virasoro and the $W^{(3)}$ constraints. This result is based on the invariance of co…

(1,q=−1) Model as a Topological Description of 2d String Theory

Do we need the W(n>3) constraints to solve the (1,q) models coupled to 2D gravity?

$(1, q = - 1)$ Model as a Topological Description of $2 d$ String Theory

Do we need the $W^{(n > 3)}$ constraints to solve the $(1, q)$ models coupled to 2D gravity?