Large complex structure flux vacua of IIB and the Tadpole Conjecture

TL;DR

This paper shows that recent findings on IIB flux compactifications at large complex structure, combined with statistical bounds, support the Tadpole Conjecture, challenging earlier claims to the contrary.

Contribution

It demonstrates compatibility of flux vacua results with the Tadpole Conjecture using new statistical bounds and analysis.

Findings

Supports the Tadpole Conjecture in large complex structure limits

Reconciles previous conflicting claims about flux vacua

Uses recent statistical bounds to analyze flux compactifications

Abstract

In this note I demonstrate that certain findings on IIB flux compactifications in the large complex structure limit, when combined with recent statistical bounds on the large $h^{2,1}$ limit, are compatible with the Tadpole Conjecture, contrary to previous claims.