O. Ganor

activity

19982000

collaborators

4 papers

hep-th2000

New M(atrix)-models for Commutative and Noncommutative Gauge Theories

Ori J. Ganor

We propose a M(atrix) model for N=4 $S U (k)$ Super-Yang-Mills theory compactified on $T^{4}$ . In this model it is possible to make $T^{4}$ noncommutative and it is easy to turn on all 6…

hep-th1999

Effects in Gauge Theories and a Harmonic Function on $E_{10}$

Ori J. Ganor

In a previous paper we conjectured that the structure of various gauge theories as well as M-theory on $T^{8}$ is encoded in a unique function $Ξ$ on the coset $E_{10}(Z)\backslash E…

hep-th1999

Two Conjectures on Gauge Theories, Gravity, and Infinite Dimensional Kac-Moody Groups

Ori J. Ganor

We propose that the structure of gauge theories, the $(2, 0)$ and little-string theories is encoded in a unique function on the real group manifold $E_{10} (R)$ . The function is inva…

hep-th1998

Instantons on a Non-commutative $T^{4}$ from Twisted (2,0) and Little-String Theories

Yeuk-Kwan E. Cheung, Ori J. Ganor, Morten Krogh +1

We show that the moduli space of the $(2, 0)$ and little-string theories compactified on $T^{3}$ with R-symmetry twists is equal to the moduli space of U(1) instantons on a non-commut…

New M(atrix)-models for Commutative and Noncommutative Gauge Theories

Effects in Gauge Theories and a Harmonic Function on E10​

Two Conjectures on Gauge Theories, Gravity, and Infinite Dimensional Kac-Moody Groups

Instantons on a Non-commutative T4 from Twisted (2,0) and Little-String Theories

Effects in Gauge Theories and a Harmonic Function on $E_{10}$

Instantons on a Non-commutative $T^{4}$ from Twisted (2,0) and Little-String Theories