Direct Computation of Monodromy Matrices and Classification of 4d N=2 Heterotic–IIA Dual Vacua

Kavli Affiliate: Taizan Watari

| First 5 Authors: Yuichi Enoki, Taizan Watari, , ,

| Summary:

We compute the monodromy matrices on the special geometry of 4d N=2
Heterotic–IIA dual vacua in some simple cases by numerical evaluation of the
period integrals, without assuming geometric background. The integrality of the
monodromy matrices constrains some classification invariants of the string
vacua. We also mention some mathematical open problems on period polynomials
for modular form with poles.

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