Toru Sasaki

most citedAffine Lie Algebras and S-Duality of N=4 Super Yang-Mills Theory for ADE Gauge Groups on K3

1 citations · 1 across the 1 of their papers we have counts for

collaborators

4 papers

hep-th2006★ 10 cited

$O (- 2)$ Blow-up Formula via Instanton Calculus on $C^{2} / Z_{2}^$ and Weil Conjecture

Toru Sasaki

We calculate Betti numbers of the framed moduli space of instantons on $C^{2} / Z_{2}^$ , under the assumption that the corresponding torsion free sheaves $E$ have vanish…

hep-th2004★ 1 cited

Affine Lie Algebras and S-Duality of N=4 Super Yang-Mills Theory for ADE Gauge Groups on K3

Toru Sasaki

We attempt to determine the partition function of $N = 4$ super Yang-Mills theory for $A D E$ gauge groups on $K 3$ and investigate the relation with affine Lie algebras. In part…

hep-th2003

Gap Condition and Self-Dualized $N = 4$ Super Yang-Mills Theory for ADE Gauge Group on K3

Toru Sasaki

We try to determine the partition function of $N = 4$ super Yang-Mills theoy for ADE gauge group on K3 by self-dualizing our previous ADE partition function. The resulting par…

hep-th2003

Hecke Operator and S-Duality of N=4 Super Yang-Mills for ADE Gauge Group on K3

Toru Sasaki

We determine the partition functions of $N = 4$ super Yang-Mills gauge theory for some $A D E$ gauge groups on $K 3$ , under the assumption that they are holomorphic. Our partitio…

O(−2) Blow-up Formula via Instanton Calculus on C2/Z2​^​ and Weil Conjecture

Affine Lie Algebras and S-Duality of N=4 Super Yang-Mills Theory for ADE Gauge Groups on K3

Gap Condition and Self-Dualized N=4 Super Yang-Mills Theory for ADE Gauge Group on K3

Hecke Operator and S-Duality of N=4 Super Yang-Mills for ADE Gauge Group on K3

$O (- 2)$ Blow-up Formula via Instanton Calculus on $C^{2} / Z_{2}^$ and Weil Conjecture

Gap Condition and Self-Dualized $N = 4$ Super Yang-Mills Theory for ADE Gauge Group on K3